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<h2>HL Paper 2</h2><div class="specification">
<p>RNA molecules play numerous roles in gene expression and so contribute to variation.</p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Draw labelled diagrams to show the structure of RNA nucleotides and how they are linked together to form a molecule of RNA.</p>
<div class="marks">[4]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain transcription.</p>
<div class="marks">[7]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Distinguish between continuous and discrete variation, using examples.</p>
<div class="marks">[4]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>a. ribose drawn as pentagon and labelled sugar/ribose;<br>b. base drawn with correct link to (C<sub>1</sub> of) ribose and labelled base/nitrogenous base;<br>c. phosphate drawn with correct link to (C<sub>5</sub> of) ribose and labelled P/phosphate;<br>d. two (or more) ribonucleotides drawn with correct link (C<sub>3</sub> to C<sub>5</sub>)</p>
<p><img 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WAQfzDIoa9fyKPczldfjPKH1pl52jIynmEWi4X8fBv2/HzGveNYzGZKSk7dx/i9eL3jeMfHsVgs2Gz5WKeo54UQWWGtgJILef8HVmBSTkxTdNPVn0fHoV0cmLiGco0Ld/5Sbtq4j0zwAK/8eD/P08rRHRFakhHGfFCaMUB+Ps4jz3Is7uDHQy5obiTfUcdVnymnWq+hIBgG7zCdPYdJvdxBJPUmTmCi7TVGD0QZv9CHv1QHTN1u2XcjYTzDzGYzdrud0pISRsdGUVHPOYxHRkYYG/VQWFiI3S5hLGa5gkaoaeQf/+OzODUKTgA28/S/vcrjDz/H654vsaa4EndRJZ/54Jvc/8Pn+NG3n2QHkKEcqOYOr0rYaIWiEqp3/Qf7X03yOMA9f+Dvr1vMN7/dOPlY0TB4RujteYIjR5Ns/sPbS7ngFi+BkBkJ4znK6XRyyy0384fHHqezs4vBwUHWXXghRUVFZ3Qdn8/Hzjfe4Gc//gU6nZ4f/+xHmE3GaapaiGy6goZlu7n+ozvZ0qVS2/scKE/h+kCCqz51N3/ve4BLeIEXv7uTJ//ltcn514IV4FjKE8MfJePbR2Z8Bzdd+jEe+02aH9+r4cMPDHKVHm4CuOt+/uriOr5288K3ParWlIdeK3PGc5ZGo8FgMLCgoYH6+jpSyRQtR49y6NBhAoHAHw8e/RPpdJpEIkEwGKS1rY3W1jbi8TgLFy1kQWMDvT09RKPRLDwjIabbAIFxA71ti6muVCi0pSAVxV9VjaWklEa7nQLfCJFokDYm1yfHRo/hO7CJX+7xciDgwF55Ie//xD3ceNVyLq30M+z14UsBBQ5K24+ijk3Qpdqx5UN85DBdz/6SXf1pegMzczNcwjhLFEVhxYrzWLliJYqiYfeevWzbvh2vd5xYLPaOW5lTqRSxWIyJCR979+xj7779ZNIZLt6wngvXreXAgQMEg8EsPBshplsLo/0GDm5bR1OjQqnr+IcvbKaoupTFgHL0EAOjw2xjMoyjfbvxbL2Pzz98mE3HjFB0CZ/5j2/zmf91E59cB55xL8EMUFxK9RsvEmlpY6sHUqqX/r1PsvW+v+HhgzH2j8zMM5x9/YznmEwmQyqVYmBwkJGRUY4cacE7Po6KisvpwGSaXFAZi8UYHB5FVVUq3G4WLWqkpKQEt7sMRVEYGRnhkUd/z6JFjVSUV9Dc3JTlZybEWWj/Hr/84Yv85HvPcSTfhKIox0eMCRZd89c03fSP/OcdVvRqG9pMC/c6P8ZRVFoNWnj/rdTvP8Ti7buxPBHkynqFm2rjPPb5Bp45lOSxQ5P79tLOVaRLLuHZTZ+jyqLFrU0TePzv+NEzh/iXRw5j0qRJN1xBcun76PjOrTisegwzsOVP5oyz7MSUhaOwEK1WO7l5IzjZjzjPakWvn/wWJZMpnEXFADgdDsrKSrHb7RiO77Kz2fJZ2txMMBhkYGCA8nI3eXl5U7aOWYgZYV/GonV6bo9XsJK3b4euPH8NVc1WDApoNA7QLuCqe+5mUSpND8C6dVTULqR65flQpaXOoUdrMrJkw13EapKYTnR6LFgIjmVUWfXY9VpAT/6SSzk/VsfHjEsnP6d8OdQ0U2DWzkgQg4yMc5Kqqn/sY3H823Oi/7GiKO/Yc0JVJ0fZjzzyCBM+H5dcsoHKioqzOnVaCDHzZM44B50IXJ1Oh16vR6/Xo9Pp0Gq179r8R1FAq9WwceNlrFy5kp/85Gd0dfVIG00hZgkJ4zkmLy8Pl6uYxsaF9A/0c+jQ4beNsIUQuUnCeI4xm82UlZZy1VVX0t7eztatW8lMY8tOIcTUkDnjOejEfPOePXsZHh4mEAxy2aWXUl7uznZpQoh3Iasp5iBFUdBqtZSVTS57Gx0bY3x8HLPZhMPhyHZ5Qoh3INMUc1hlZQU1tTVoNBqGh4cZGBjMdklCiHch0xRzXCaTIRqN8rtHHiXgD3DTzTficrmwmKe/8YkQ4vTJyHiO02g0WK1WKisqKHQUsnv3brxeryx5EyLHSBjPE+effz5LFi/m8cefoL+/n0Qike2ShBBvIdMU80QmkyEcDtPa2sbBQ4fR6bR88APvf8+NJLNFMpmiv7+fgoICLBYLRqMcxCpmn9n9LhSnTaPRYDKZqKysJM9qJZVK0dnZSSQSyXZp52RkZIRj7cc4fPgI+/fv5+DBg5MtSGVttZhlZGnbPKLX6ykpcVFZWcHg4CDbt+/g8ssvn9X9K462ttHS0kLbsXYy6TQFdju1dbXkWa1ojdJoX8weMk0xD8ViMTweD8+/8CIlLhcuVzHnn39+tss6bcFgiNHRUR588CEaGxupqKxg4cIFhENhxifGeeaZzTQ3N1NTU8Oypc2nvqAQOUBGxvOQyWTCbrdTXV3NyPAIsXicRYsWYTKZ0GpnqF/gWTgx793R2cnQ0DAFBQWUlLhwl5VS5HRitVoxmoxUVFaQSCQYHBjAnm/DefzfFGVmTmwQ4mzIyHieymQyxBMJ7n/g14yPj/OhD3wAl6sYcw6vP04mk3T39LDl2ecYHhrmgx98PxXl5RQUFJz8nIyqEolEeGXrq3R1dVFU5GTVqlXU1FTn9C+abJG3/9Q511/2EsbzmKqqDA8P09vXx+OPPcEdd9xGY2MjVqsl26X9mYMHD9Hd3U1Ly1HWXbSOhoZ6CgsL0et0f7Ya5MRGl2AwyL59++nt6yOZSvEXH74Ls9ksDfeBrq4uent7aWtrw2w2YzabUTMSBWdEmQzgjvYO6urrWLFiBbW1tWe9OkmmKeYxRVFwOBwkEgmKiooYGhpGq9WxbFlzTvxJn06nicfj9Pb2MTY2RjKVorq6Cre7jOKioncd6Z7Y6KLX63GXlxONxfD5fOzdu4+qqiqKiorIz7fN8LPJLYlEgkgkgsPhwGKxSBifjeNhPDY6hkFvIJFInNNfGhLG85zRaKSkpITrrruG559/gWPt7TQ3L0Gj0WQ9kBPJJN7xcZ548knKysooKyvjsksvOXniyakYDAaWL1tKZUU5g4OD/Od//hdXXnkFy5YtIz+/cQaeQW7TarVceeWVGI1GjLLy5KxVlFeQSqXIqOe2nFKmKQSqqpJIJNmzdy8jIyOoGZULL7yAsrKyrNSTTCYZHBzi5a2vMDo6ymWXXkKZu4wCux2r1XrG10un0yev+eaBAwwPj9CwoJ6mxYtxu+dnW9HW1lZ6enpYvXo1ZrP55MG34swdbTlKOpNGURQaGxvP+t6EjIwFiqJgNBpwH2+5efjwEcbGPBiNJhyOwhmtxe/34/cH6OjoQKvRUOJy4Xa7KSwsOOubiyd2GZaXu/F4PKiqSjgUpq+vn0gkSk1NNRqNFo0m+1MzM03GYudOZWpeQ9mBJ06qqalmQUM9qdTkqoWOjvYZr6Gnp5d9+/fz2rZtLGxcwK233ozbXXbOqzwmf+EYWb16FVdfdSU6rZZ9+/azefMWYrE46XR6ip6BEGdH+9WvfvWr2S5C5A69Xk9NdTV79+yjre0YtXW16HU6dLrp+yNKVVV8Pj/3P/AAPp8fq8XCDddfT2VlBRaLZUrnrhVFQafT4Xa7cTodmM1mfvvbh1FVFZPJiM02P27seb1e/H4/brf75IG34uyc+GtLURSKiopkNYWYGjqdDqfTids9OWVx4MBBmpuWUFxcjMEwtQ14MpkMkUiEkdExvB4PWq2WQkchJS4XJSUu4NzXbr4TjUaDzWbD5XKhaDQ4i4oIBoN0dXWDolBgt2Ox5N7yPjG3SRiLtzkxcrz88o109/TyjW9+i7s/fBdGk4kip3NKHyuVSjEwOMgLL7yIx+PltttuobKiArvdPqWP824cDgeFhYVUlFfw/PPPs337dkbHxlhx3nlUV1eTA6v7xDwic8biHRmMRspKS7jzgx+kq7OTzZs3T+n1BwcHefPNAzz8299RXV3NHXfcRkN9/Yw3LVIUBbPZxIYNG7jtttsIh8Ns276dTZs2kUwm5WRtMWMkjMU70igKZrOZhoY68vLySCZTdHZ2EQ6Hz/qaqqoSj8fp7u6ht7cPj8dDaWkJFRXluN3urPXG0Gg02O12SktLKXeXYbGYiScS7N69h6GhYWnEL2aEhLF4VwaDgdraWpYtW0ZFeTmbnniC4eHhs75eOp3G7/fz9DOb2bVrNx6Ph0984uMsX7aMghmamng3Go2CxWLmsssuY9WqVZSXu/nWt77Dzp078fv9Wa1NzA8yZyxOqba2BqvVwtHWVto7OojGYjQ3NZ3216fTGUKhEC++9BJDQ0MsamyksrICh8MxjVWfPZfLhT0/n6985Uu8eeAAv/qfB7h842VUVlVO+by5ECdIGItTmmy5WUB1dRWhUIj+/n5qa2oxmYynnFYIh8OEwmG6u3uIRqNYzBbcbjelpaU5u4zMoNej1+loaKhndHSUaDTKyOgoikYhGolQUVGR9a3iYu6RaQpxWvLzbVx7zTXEYnGOtBxlcHCQaDR2yq+bvFH3Jg8//DDusjKuu+5aFi1qzNkgPkFRFKxWK5dfvpE7P/RBhoaG2L59B88+9xzpdFpu7IkpJ5s+xGlRFAWNRoPDUYg9387jm56g2FWMvcCO/k82DKTTaQKBAK+88ip9ff2kUimuueZq6uvrsefnz6q+wieW+lVWVk42qEfh1ddeB1XFZDLndP/n9yKbPqaObPoQM+7ED1s6ncZoNDI2NobFYmFBQz2KoqCqKulMhoGBATweD4FAALPZfPJUEb1ej3YWnkSt1WopLi4ikYijaBSGhocZGR0lk1FZtGghJpNpyjfEiPln9r0zRFaZTCZKS0u59Zab6e3p5fnnXyCdTqOqKqqqEo1Gee6553n88Sew2WysWnU+69dfhMlonJVB/Fbl5eWct3w5V115JSPDI/zhscdob+8gEAhkuzQxB8jIWJwxvV5PZWUlTU1LGB0bZfOW56isKEdVVV544UUWLWpk5cqV1NXWnFXLy1ym0WgoKXFx3XXXMD4+wRtv7KKnp4eCggIuuWTDafdazjaNRjOrpovmAwljccY0Gg1ms4nS0hJUVA4dOkImnUKr1aLX6ygtLaW6uuptZ9PNFSe6v7lcLmy2fNra2kilUoxPTHDs2DGMRiN6vT6nW1MqisLg4CDDw8Oz4hfHfCHN5cU58Xg8/PrXDzLh85Fvs/GJT3wcs9k8r24IHTnSQntHB69s3YrLVYzdbs/p1RZarZauzi5GRkb47n3fxWQyyUkf56ClpYVMJiPN5UV22Ww2rr7mavbs2UMqmcJisZz13eTZymazUVpayqLFi1ja3ExVVVW2SzqlY8eO0dfXRyaTyelR/HwiYSzOiV6vp7y8nCOHjxBMBuflGzuVTpFOp6msrMTtdmftuKozEQgEiMfj8/L7lavm1xBGTDmNRoMtL49oNIZ3fJxQKEQqlcp2WTNqZHiE3p4eli9bjtNZlO1yTpsEcW6RMBZToqq6ktraWjweL/F4PNvlzAhVVYnGYgwMDtLZ3Y3DUShzr+KsSRiLKVFYUEhhYSFjY2PE4/Oj5eSJlqDpdAZQMBgMaLXylhJnR+aMxZRwFRejZjJs27GTktISnM7c7Mg2lVRVJRgI4HQ6JITFOZOfIDEl8vLysFitjIyMEI/Nj2mKVDrNsfYODAYD1dW5v4JC5DYJYzEl9AY9RqMBNZMhkUgQnwenY2TSaYaHh9FoFByFhdkuR8xyEsZiSuj1eiwWC253GZFolNHRsWyXNO3S6TTt7e2oKhQVFWe7HDHLSRiLKWMymWhqbiIaidDX25vtcqZVOBzG5/eTl5dHntWCxTI7W2mK3CFhLKaMTqfD7XYTjUYZHR092cltLgpHIgQCARyFhZjNlnm1/VtMDwljMWUMBgM11dV4vF7ajh0jkUjM2TAeGx2lv6+f81acR1GRnIsnzp2EsZhyZrMFs9lCOByek7vxMpkMQ8PDdHV3U1FRMefahIrskL+txJTLz7cRi8XwBwIYjcY5dQqGqqqk02mi0SiRSIR8m036AospIWEsptySxYsocRXT1pkwDvkAACAASURBVHYMi9k850aO0WgUnU5PXp5tTv2iEdkl0xRiylnMFgwGI11dXYTC4WyXM6XS6TR9/f0YjQYqyt3ZLkfMITIyFlPOaDJiMBrxBwIk4gkymcyc6XGcTqcZGRlFp9WR55xbI36RXXPjHSJyis1mo7DADpkMsViMSCSS7ZKmTCqV4tChQygaDZWVsgVaTB0JYzEtDAYDDQsWEI1GGRwcynY5UyKZTBKLxYjHYphNRgoLZ/8Zf1qtVs7BO0cajWZKXkOZphDTQqfT43a7iUWjeDweFi5ckO2SzlkikSAajaLRaDAYjJhMpmyXdM78fj/xeFz6MJ8lBYVAIIBWqz3nnwcJYzEtTCYjS5ubeP75FwkEAqxbd2G2SzpnXq+XkZFRKqurycvLy3Y55yydTvP0U09jtVoxm81k1Nw9RDUXKYqCRtFwpOUI9XX1rFix4pyuJ2EspsWJI+0TqQShSJhoNHq8+frsXZPr9XoZGhqiuamJwlnepa2srAybzUZNTQ06nQ6tVjtnd0tOlxNTEw0LGsi35eN0Os/pRrWEsZgWiqKg0+nQaXUoikIsFkOr1c7qMA4EgkxMTFBaUjLrGwPZbDby8vJwOOb+IQDTTVGUkz/b5zJ3LGEspo2iKNTWVGPPt+EdH0ev18/aTRLpdBrv+DiDw8OYzaZZ/UsFJr83iqLMiXnvuULCWEwru91OPJHg4MFDmE3mWTnXmslkGB+fwGqxUF7mxmAwzJl10yJ3yE+UmFZ5eXlYLBaGBgeJRqPZLuesZDIZJiYmMBgMx8+7k+VgYurJyFhMq+LiYhRFIeD3k0gkSKczs+7wzmQyyYGDBykuLqa6ujrb5Yg5ana9K8SsM3lzQ0eBw0EoHGLMM7uOY1JVlWQyxUB/PyajkYqKimyXJOYoCWMx7bQ6LYUOB/F4Ap/Pl+1yzkg6nSaZSBIMBDEY9BQU2LNdkpijJIzFtDObzKxZtYp0KsVA/0C2yzkjfr+f0bFRLLY8dHp9tssRc5jMGYtpp9VqyM/PZ3xigkAwSDqTQXN8aVWuCwSC+P1+ls6BjR4it8nIWEw7RVGwWMzE4wmCwRCZdGbW7PYKBifDuLKykrw51iRf5BYJYzHtNBoNZrOZElcxpa5iwuEw6XQ622Wdlo6uLva++SbFxUWyQUJMKwljMWMKCuzYbDbaOzoIhkLZLueU0uk0Wo0Gk8FAXl4eepkzFtNIwljMGJvNhs2Wx+DAQM5vAFFVdbKfhkaDxWzGaDTO+i3QIrdJGIsZU11dQ21tHceOHSMUDGa7nPeUSCTYtWcPJrOZxUuWZLscMQ9IGIsZo9NNdrZKJlOEI5GcPqw0nU7T39uH2Wyiqqoy2+WIeUDCWMwYjUYzGcg6HbFYnHA4jKqqOfdfJpMhmUwyOjqKQW+guKgo2y+dmAdknbGYURaLhUsv2UAkEqH9WDu2PBuZTO4sdVM0CsFgEI/HQ9/AIKl0GqssaRMzQMJYzKhMJkMoFKK1tZVQKEwwFCKTUSFHwhgNRMIR4vE45y1fjlOar4sZImEsZoSqqiQSCSLRKJFoFI/Hy/j4ONY862QY5woFYtEYGo2GC9degN2en+2KxDyhqLny96GYs1RVJR5P8PTTT9PT00NtbS2rVq+ivLyc3N8QLcTMkDAW0yoUCuHz+9m7Zx8ZNYPRaKBxYSOuEpdsLxbiLWQ1hZgWqqqSSqXw+f0MDQ1x6NAhjEYDtTU11NXVShAL8SdkzlhMi1gsxqHDh9n6yquEwxE+fu/HcBQWYjbP7lOVhZguEsZiypxYo9vZ2cXo2Bgjw8M0NzVht9ux2+3S20GI9yBhLKbEiSCORCL09vUyMDBIMpFk+fLl1NTUZOfcO1WFdIxoPEUilTn5YUWjQW+2YdDALDuOT8xhcgNPTIlQKET/wAA/+MGPWLfuQhYuXMjKFedlt6ioB17+Ih/9zsv86vm2kx/Oc1Vz5y+7+chSWCdH2okcIWEszsnktuExDh85zPj4OGaThfr6OlyuYlwuV/YKC7YSGOjkV198jL4FpYRcdhqOfzwWCrCzcx3XfOQKzl+/mDWyr0PkAJmmEGctnU4Ti8WPr5Y4TCwW456PfYyCAnv2G7FHeggPH+Y3j2u4+efXcsNfrGUDwOiLjLTt5cVrHqf7ogVYly9iTUGKZArSGQWDSYfC5I7AVCwOegOKVotOATIp1EyaSDzF5EIkDQZDBlXRg6LDoAU1nURNp4gm/zgtgs6EQadBr1UgkySZUkmlVTSkyKgaMmgxWQxoQNZdz2MSxuKsbd+xg66uboaGh7nmqqtoaKjHYrFku6w/MurhgkW4iu1Un/iYayMlro08H/r85P+ngtD5c/7jZ7Ct1cZ3f38PLsbQjHXzs1s/B/f8I3mX38i9NcCR3zC0fwvldz8AXEx+/gL+9V+PMlTyBdKum/nWRvBsvY+Obb/jwi/vmry+uQDufpD/vrOJT68vhq4f873/GWbTC4Ms4n94vfMi+pIX8BvPt1kCf6xTzDsSxuKMhMNhfH4/Bw8cIpVK4nQ6WLhwIWVlpbm1WiJvIaYihctLv8G+TQfZ8bIbO+dx8fvOZ/GqaurP6GIpoIO9r/dy5KUYN37hGzRY9ZQoUUae2EL0iiCGogR432B3h5Y9vWv4wjfuwMoISizIU78/DJeX0U7x5FTJeABlNEzJ//4GH0qWk2dw0wjIcafzm4SxOG2ZTIZgMMjQ0BDbtm2jqWkJNTXVXLBmdbZL+3PWGkwOuKjsdb73yuu8eCwPeB/pxiLMzSWUo0Wr16LldHY+pUDt4PCeIbZvTXPla19gY/ERKsJv8k//MkCmKYxBTYHvTY4O6Ng1toz/+72/wMkRlNEOer7yHBnPKrpVJsM4EEYzEaf4+i9wSREss0/zayFmBQljcVoikQiHjxzh5ZdfIRyJ8KE7P0hFeTk2my3bpb0rs7OGq78f5WoAosDL/OpjX+Pn927nCu7kcz//CDfdvZRLT3WhVAo6jjFY3EDvmuX8bT24WIJRLeTGe2H/IhjXWqD+M3zuMy/ykY5t3Gg20wkMowdWc8fYOIbu49erWYHhAjPX1kPxtD17MdtIGIt3dWLtcHd3D2MeD8NDQyxZsgRbXh6u4mKMRmO2SzwDemAhK2//GPnV6yjbsx8lPsa23RNc+me940Ok0xOM9oItBHmnc/lUDNo289gL3bxxOMZlX/86VzNCJuTlma93ksV1JWKWkDAW70pVVZLJJN3d3fT19xOPxbniisuzt4njTKiTDetTadBoNWg0OhTqWXpDPYs2DNH8s9v5WXycPQcCsBFQAVVlcp1nmEzKx1g/6E+cDKUooGYmP0cFVVEBFTVz/GvTCeh4hi1PKfx2bz4PDn6NJvUQ9pEWBr5+H3JWiDiVHH9HiWwJhUIcbW3lC//wT3i84yxfvpxPfvIT1NfX5X4QAxz8Fd2/+jQGw6f5wv072HryH0aJRdp4+pHtqFFYWHt8/ULHIKk9x2gHAqMjJHu6OAxMAOh0UL+Ack871Tuf5OkO6AscJhZ5icd/Ct1H3/K465dhuOsargEqjxwg9tJmfgocmannLWYtGRmLt0kmk3g8HlpaWvCOT7Dh4otZuHABrpJZ9od26Urym8z8zXW/YWLng/y8/WleACBMOpNgrPlvWLmoicZ6IxRcSGPj/fiG93L/l7+My6RijscoqQJzHky+TRawfG0FhsQoP7vvy7RYLDiJwyomJ351WqhdTPXWNhpe386Xv/wSWIIkkmlW0Ys5HMI7gSyZEO9Kwli8TTKZZHh4hN179hKPx/n4vfdSWFiIyTSb5ocB13LyTS4+c/X3+ccHd/D7N0ZP/pPRUc75/+clblnoYmOdAVjDgoU/Jty9nW/923ZouIQ8Vx13ViqYrTD5Nmlg6ZoKnMbDfPDufwMuxmKp5q67gCJQtDpoaKQq8Dz1O57m33YA69djrq3lbmUAImHGJ4BCBUWZnPUQ4q1kO7Q46dVXX6Oru5vhkRGuveZq6uvqcmsTR04ZJezt5ac3/TV89AtYr7iZj9dmuyYxm8nIWBAMBtm1azfRaBSn00F9fR0lLldubeLIqhTQzYEndtK+t52DAIRJp5MMN93CRRU1LJXpB3GOJIwFwWCQF154kaVLm6ipqWHt2rXZLinHpIBjHHjiAbb8ZDMPHP+oId/Fqn99nesrillZkM36xFwg0xTz1Ikbdb975FF8fj933H4blRUVOb2JI7sml7T9cfnbJEXRgCINfsS5k5HxPOTz+Rkf9/LmgYO4XC5qamsoLiqaZZs4ZtrkjTcURYJXTItZsGBUTDWfb4Kenl5ef30bpaUlrDr/fIqLizEYDNkuTYh5S6Yp5olMJsPEhI9XX3uN4eFhrFYrt95yCyaTEa1OJ6M9IbJMpinmuMktzSmOHDmMx+NFp9PR2LiQAnsBRqMRrVYrQSxEDpAwnuMyGZVEIsHu3XsZHR1l9ZrVLG1upqhIuiUIkUtkmmIO6+ntpb29g4cffoTbb7+VxYsXUe52oygKimwBEyKnSBjnkMkz5WKEQmGisSh+fwDg+PZZDVaLBZPJhN2ej8lkQqvVvuN1YrEY/f399A8MEAgECARCrF59PmVlZeTL0jUhcpJMU+SQdDpDMBhicGgIr9dLd08PAIqioNFqKXW5cBQWUltbg16vf8cwVlWVSCTK4cNHGBsbw2q1ctNNN2Axm9Hp5NstRK6SkXGWpTMZ4rEYjz++id7eXuLJFGtWn0+Jy0WezXbyBlsmoxKLRhnzeHj19W1YLWbKysq4/vrrsJjNaDQaEskkm5/ZzNDQEHa7nfXr1+N2l01eQ6YlhMhpEsZZND4xgdfj5UjLEdSMiqLRYDQaqamuIj8/H6PJhOb4/G4mo5JMJggGQ7R3dJw8hSOZTLKgoQG9QU93dw+xaBStTktZaSn19Q3Y7fnZfppCiNMgYZxFra2ttBxt5ZFHHuXjH7+XpiWLKS4+vVPRfH4/x46189/f/wFXXnUFZrOZl1/eyvXXX0dj40JqquXQdyFmEwnjLIjF44yMjLD5mc2Awi233ExBgR2DwXDa0wkn1g/7/X7+51f3Mz4+zmWXX8byZctwOh1oNLK5UojZRO7ozLB0Oo3P52PnzjcoLnbhdDqw2+3o9fozmtdVFAWdTkd+fj7Lli9laHCInp5eFi5YMI3VCyGmiwyfZlgqnWZszMOzz71ATW0Nq1evxmQyntVIVqNRMBoNbNhwMWvWruHNNw/g8/lIp9PTULkQYjrJNMUMaznayrjXi9/vY82aNTidznNe6aCqKj6fj9df34bZYsFRWMiKFedNUcVCiJkgI+MZNjo6is/vo7y8HJPJNCVLzhRFwWg0UlVVRTQaxeP1TkGlQoiZJGE8wwYGBvB4PFRWVk5p/2Cj0URdXR2RcJix0ZEpu64QYmZIGM8wg16P2WSmoKBgSs+Y02o1WK0WtFoNyVQKn99PMpWasusLIaaXhPEMUwEUpmXpmaIoGAxG9Do90WiUjNzIE2LWkDCeYap6/Cy1aWIymzGaTITDYVlVIcQsMqfWGU8G3bsnXS5shDCbTe9Z47nKZDJkMhnpRSHELDOnwng2BFA6lZ7WME4mE6RSSUwmU0788hFCnJ45FcaQ+4GcSCSmNYzjsTiJRAKr1YpWWmYKMWvI0GmGpdMZ4vE4Hq+XZDI5hddNEwgESKVSaDVa8m026V8sxCwiYTzDnE4HeXl5DA8Nk0gkpuy6yWSS4eERjCYTBYUFaDQaOWhUiFlEwniGVVVV4nK5aG9vJxKJTtl1Y7E4HR2d2Gw2ysrcU3ZdIcTMkDCeYTU1NTgcDrZv30Fffx/+QOCcrxkIBunr7+eVV1+lyOlk8aLGKahUCDGTJIxnmMFgwG7Pp2FBAyMjo3R0dBCPx8lkMmd8LVVViccTdHZ2MtDfT01NDfYC+5RusxZCzAwJ4xmm0WgoLi7mhhuup6u7m+07dhIMhs5qg0Y6nSYcDvPGzl20tBzl6quupMTletdTo4UQuUtut2eBXq/HVVzMpZdcQldXF9/69ne44bprqa+vw+0+vfne/oEBenp62bz5Wfw+H8XFRXLwqBCzmIRxFiiKglarpbi4iFQqRX1dHYFAgM7OTiYmfOTb8zGbTJjN5reFaywWm2yR6fESCAQIhULU1daSTCbQ6/UcPnyYZcuWUlRUhMFgyOIzFEKcKQnjLCouKqLI6WRRYyObNm2itbWVWDzBkiWLKSlx4S4rQ6vVoSiT25xHRkcZHh5mx443cBQWUlVVyd1330UikaC7u4v/+q//xmbLx2w2SxgLMcvISR85QFVVQqEwsVh0csQbDhONRpmY8BFPJFAzmZMjacvxRkCFhYVYzBby8vIAlVAoxJGWFo62tmEyGnnf++5AURRZayzELCEj4xygKAo2Wx4WixmTyYQpECAajaLT6kgkE2RUFa1Gi9PhwGq1YM3LI89qfcsOOwWTyURVVRWDQ0PEYjHa29spd7uxWq1ZfW5CiNMjI+M5pqXlKAODg7S1tnL99ddTXV2V7ZKEEKdBlrbNMXV1tSxcuACtVkt7+zGOtLRkuyQhxGmQMJ5jjEYj9vx86urqCIXDDAwM4vf7SckRTELkNAnjOchut3PllVcQjcRoa22jt7ePaHTq+mAIIaaehPEcdvGG9aw8fyWP/v739Pb2EY9PXZc4IcTUktUUc5ijsJBEIoHT6WRgcBAUWLxo0eSSN9mpJ0ROkdUUc1wikWB4ZITf//4PJJMJ/vqzn0Wn08mRTELkGAnjOU5VVZKpFPv27mNkZIRQJMIlGy6m/DR7YAghZoYMj+Y4RVEw6PW43WWUlpbi9/uZmJjA7z/3PspCiKkjYTxPVFZWUldfh8VsZnBgkK6urmyXJIR4C5mmmEdSqRR+v59nNm8hGAxx9VVXUFpaisViyXZpZ21iYoKRkVEe37SJxsaFVFVVsXLFimyXJcQZk5HxPKLT6XA6nRQ5nZhMRlrbjs3aDSGZTIZAIEBvbx/d3d3otDqCwRAjIyP09fURCoWRcYaYTSSM56H16y9izerVbH5mM729fVN6MOpMSSaTdHR28uprr7Fz1y5uvfUWnA4nw0PDbNnyLAMDA2d1lJUQ2SLTFPNQOp0mEonQ2naMI4ePoNVqef/734dOl/snhWQyGXbt2k1PTy/hcIglTUuoKC+nqKiIaDRKOBKhvb2dzs4u4vE4t992KzabDZPJlO3ShXhPsuljHtJqtZjNZmpra2hvbycYDDIwOIiruBiLxZzt8t5ROp0mHo/TPzCIx+slHo/jcBTiLnNTXl4OTPblsFqthEMhxkbHiMVitLa1Ue4ux+FwYLfnZ/lZ5BZVVeWvhymiKMo5r92XkfE8d+jQYQYHB+kfGOCKKy6nqrIy2yW9o1AoxMjoGPff/wCLFi2ipqaatResee/PHxnhv77/A1avOp/GxoWsWrVqBivObZlMBlVVSSQSMrd+jk4co6bX68/pL0sJ43kuEong8Xh59dVXKSoupri4KKdWIySTSfr7B9i2fTujo2NceOFa3O4yCgsKsdny3vXr0uk0iWSSgf4Burq78HrHMZlMrDhvOZWVlfN+B2Jvby8DAwMMDQ1hMpkwGo0SymfoRFuB7u5uysvLaVzYSFV11Vn/bMk0xTxnsVgoLExTWlqKzze5siLSGMVoNKDVarNWl6qqBAIBgsEg/QMDJJMprFYrVVVVFBbYMZvfezpFq9Vi1mqpra0hEo2QTKbwer30DwyQTqeprKxEq9XO21CORqP4/X40Gg06nQ69Xp/tkmYlRVEmf/EnEkSj0XP6hSYjY4GqqqRSKR5//Am84+Ns3HgZ7rLSrB7ZlMlkeGPXLrq6uvF4PFx26SU0NDSc9Y24WCzGjh07OXToEMFgiL/8y0+Ql2fFaDROceWzQ2trKz09Paxduxaj0ThvX4epcOzYMVKpFKqq0tjYeNaDGO1Xv/rVr05xbWKWOXHzobCwAKvFwqZNT1BcVITNZsNgmNkRUzyewOPx8NBDvyGZTFLkdLJhw8WUlpZiMpnOek5Oo9HgcDhwuVw4HIU88eRTJBIJFEWhsLBwip9F7vN6vfj9fsrKytDpdG85T1GcqbGxMTKZDIqiUFRUJNMU4tyc+EFKpVJotVoGh4bQ6/UsXrxoRpa7ZTIZIpEIY2MexsbGiMcTWK1WXK5i3FPQ1Eij0WC32yd7dRgN7N67F7/fz9DgEHlW68nlb7m+tG+qyR/G526qXsP5OWEm3pHBYKC0tJQPffADHD58hN///g8n77pPt2QySUdHJ5s3b+GFF1/i2muvYf369SxdunRKHyc/P5/amho+9cm/JN9m48CBg7z44ksMDAzKMi+RVTJnLN4mk8mQSCTYu3cfo2NjaLVaVq86n9LS0ml7zM7OLgYHB9m7dy+LFi+moqKc2poaDIbpu4mYTqfx+/34fH4OHDxIPB5Hr9dz3bXXoNfrs3rzciacmDNetWoVFotFNsWcg5aWlpPTFOcyZywjY/E2Go0Gk8lERWUFbrebkZERPF7vlLfczGQyxONxenp7GRoaYnx8HIvFgttdRlVVFWazeVoDUavV4nA4cLvdFBcXo9VqCYVCtLQcZfT4hhEhZpKEsXhHVZWVNNTXYTAYONZ2jAMHDkzp9ZPJJCOjo/zil//DgYOHAPj4x++luamJvBlcxWEyGblo3YVcdumlLF+2jH//v9/k5Ze3Mjg4NGM1CAFyA0+8hzybjcsuu4zXX3+dtmPHqKmtocjpPOUa3/dyYnrgxZdeZmhoiEs3bJjcxJHlFQ35+TZqa2v5+8//LZ2dXTz3/PMsXbqU+vo6SlyurNYm5gcJY/Gu9DodZaWlFBYWkEjE6ejoQK/To9frz2opVDgSIRIO09/fj8/nQ82o1NRUU1xclNU1zcDJ59Tc3EQgGCQQDOD1eDCbTaSSSUpLS9FoNPNutYWYOTJNId6VoijodFou37iRi9dfzG8ffoSjra34/P6zul57ewevvb6dh3/3KIsXLebuuz9MTU111oP4BEVRMJvNXL7xMu7+8F3o9Xpee/V17n/g10TCEVLJ2df3WcweMjIWp6TVanE6Hdxx+62MDI/g9/m48YYbUDTKKUeK6XSaYDDI9h07iUajaLVaPvzhuygrLSEv7917S2SbwWBg1arzKSouYmRklN88/DDLly2jtraG4uLibJcn5iAJY3FKJ0aMjY2NTIzvxOfzMzQ0hMPpeNf54xNbrMc8HrxeL16vF5vNhqOwkAULGtDleF8IjUZDUVER6XQag8FAR0cHI6OjaHVajEYTZrNJ+jmIKZW77waRU/R6PRXl5Sxd2kx5RTm/efhh+gcG3vXz0+k03vFxNm16gt898ih1tbWsv2gdF1+8HoNen9NB/FYlJSU0NzVx1513EgwEePyxTezdu5exMU+2SxNzjIyMxRmpqCjHZDIxPDREf18/iUSCpiVL3vY5vb19DA8Pc+DAAWpra1mzZg21OTQ3fKYURcFms7Fhwwaamppoa2vDHwhgtVpZv/4i9DrdnN8kIqafhLE4I1arFVVVKSsrIxgMkkwmaaivR6/Xo6oqPp+P4eFhhkdGiMcTlJWWUltbg81my3bpZ01RFAwGPW63m8LCQvr7+wmFwoTDEXp7+yhyOsnPt0mzHXFOZsffiiKn5OXlsXHjZcQTCf5/e3fb27Z1RwH8XFIUJVKi6Eax6NgJ0iWp5SRbtrUxtgRpUayvln6KoZ+pw4a9yFco1uxdBzRdtgIBVmBdgtWZ7cV15AfJIq3HiI97YScIMKBLItKkpPP7AMFxIp9Ql/f+79ra2vGlpgN0u13cvfsn/P2bb9DpdPDJJ7/B1atXJrqIXyZJArqu4fbtX+P66ntYWLDw6ae/xYMHD+A4TtrxXksc1wRRvPhfOb0RIQRWV6+j8bSBzz+/C03XoGlFWJaFhQULc3NvjX0NTZZZtRrKpRLy+Tyebm/js8/+iJs3fwlVVTP/Yk+SJDQaDezs7Eztv88kYhnTG1uwLAgI2I6Dg/YBDMPA1as/xtmz52CalbTjJer5cJ3LOQWtZgtbW99jY2MT1eopGIaR6Qlwz+dw9Pv9tKPQS1jG9Mby+Tyqp6v4+OPb2NragixJ+NlPr6Ud68Q8H8h/89ZNXLh0AX/43e/x/vvv4/KVy5kuYyEEwjBEGGQ34yxiGdNY1Hwely5ewObGJg57DoIgmLljw3a7jVaziQ8+/BAr9WUsLi5memi7EAKDweDEZlXTq2EZ01hkWcbc3ByEJDAauXBdN9E5xFnU6XRg2zaWl5dRq9Um4oVluVzO9AnIWcTXqRSLUrkEvayj1WrBdd2045yYMAzReNrA+voGVur11KfPvaooijK9lDKL+GRMsTi7tAStUERjZwe6ro81ZnNShGGEbreHkeshjKKZWpqh+PHJmGIxZ87BNE3s7OzMzC0ZURSi1+tBkiRompZ2HJpwLGOKhWGUkc8ruPfVfbRaB2nHORFhGGJ7extnFiz8YnU17Tg04VjGFItisQjDMGAaBmRZQhAEaUdKnO/7+O7xY7ieB9M0045DE45lTLFQFAXFYhFmpYIgCDEcDtOOlKgoihAEwYvpbaUydybQeFjGFBtVVVG/vIK9vT18e3zJ6LTy/eBoK9+zIcqlEqxaLe1INOFYxhQbVVWxvLyM0WiE3d3dtOMkynEc7O/vo2ZZKGrTv3OEkscyptjkcjnUavNwPRe2bSMIgqk94dXtdtButzE/Pz8T2/goeSxjio0QAgVVRbfXx37rAI7jwPO8tGMlotHYwebmJm7euAGrZqUdh6YAD31Q7JYWF1HIq+h2uygUCsjn82lHik0URfA8D23bxn6ziUKhMFNHvyk5LGOKXfXUKQgAtnM4lVu+PM/DaDTCyHWhKDnIMr9g0vhYxhQ7y6oBiPDlV39BuVSaqkIOwxDttg2rVoNWLPKqJYoNP0kUu1KphHLZOvX9NAAABKFJREFUwHAwQBD4aceJle8H+Pf6OiQhUK1W045DU4Tfryh2aqGAYrGIMAjg+z58f3oKOQwDNBoNCCGm6omf0scyptjlZBmFQgE1y0LroI2Nzc20I8XG9338Z2MDxWIBb//o7bTj0BRhGVMiVDWPer2OIAjQOj4yPOl6vR5s24ZeKiGvqlOxi2LWbmVJgizLsfwdcs2YEqEoCs6dO4tHDx+hPRggmoJ5v/1+H51OF2XDgKqqkKfgqvtnz569mLNBb2Y4HEIIMfbLXJYxJSKXy2HBsvDFF3/G7t4+PvroV1AUZaILrN1uY39/H6urq5g/PZ92nLH5vo87d+5A13Vomja1pyWTIoSAEAKPHj7CyuUV3LhxY6w/j2VMiRBCQJIkmKYJ1/MwHA4hCQF5Qg+ARFGE3b09bD55gnq9jkJBTTvSWGq1GorFIhYWFpDL5ZDL5VjGr+n5N72V+grMOROWZUEa42GDZUyJEULAMAy4IxeDfh8FdXILLIoiOIeHaDabMIwyFEVJO9JYTNOEaZo4d+4cS3hMcS2/sYwpUWeXFlFQ8/jnw0e4du0nEzlUJ4oi+L4PraDhLXMOmqZN/Pr3y6bpZ5lkk7uARxOhUqnAMAxsbW1h0B+kHeeN+EGA9fUNSJKAZdVerBUSxYllTIkqlUrQdR3NZvPFm/tJEwQBvt/ehiTLqFarLGJKBMuYElUsFlEul6GqKnq9Hg4O2mlHem2B7+Px2hpKJR3L9eW049CUYhlT4hRFwfnz5xEEAWx7ssrYdV30+310ez1IQoKuaWlHoinFMqbEKYqCxTNn4Ps+HMdJO85rcV0Xw+EQo5EL+fiYN1ESWMaUuHw+j3p9GXv7+/jHtw8nat3YbttoNVt4992fc0obJYplTIkTQiCfVxEEIVzXRRiGE1PIB+02dnZ3sbS0CF3nEgUlh2VMiRNCvDgkERyP1ZyUMnYOHTRbLVjHJ9aIksIypsQdlXEO71y6iOV3LuFf362h0+mmHeuVOM4h9ptNVEwT+Qk+QUjZxzKmE1Mul6DpOp48eYLBoJ92nB8UhiFs24EsyzANA0ouN9bcAaL/h58uOjFH08GKePp0G4PhMO04PygMQ9iOg5wsw6xUkMvlIPGwByWIsynoxBxNCFPQarbQOexgMBxCy+g6rOu6+Ov9+7hw8QKuXL2SdhyaAXwyphMlyxLMuTl4vo9eN5vrxmEYwvM87O3tHY0BrVTSjkQzgE/GdKJkWUbFNOF7HrrdHk6fPp12pP8RBAFc10Xr4ACSkGAYRtqRaAawjOlEaZqGD27dwr0v7+Hrv32N66vvIQojRFGECOlvd5MkCbZto9frYXFpCbqupx2JZgTLmE6UJEmoVAzUV+o4s7iAarV6VMQZ2XcshECpVILneYggUK2eSjsSzQgRZeW3gGZGGIbodrtwXTeTF2E+vzKqXD660WMaboGm7GMZExFlAHdTEBFlAMuYiCgDWMZERBnAMiYiygCWMRFRBrCMiYgygGVMRJQBLGMiogxgGRMRZQDLmIgoA1jGREQZwDImIsoAljERUQawjImIMoBlTESUASxjIqIMYBkTEWXAfwFhLienpUfclQAAAABJRU5ErkJggg=="></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. synthesis of RNA/mRNA / transcription of DNA to RNA;<br>b. RNA nucleotides linked together to form a strand/chain;<br>c. RNA strand assembled on DNA template/antisense strand / copy made of sense strand;<br>d. <span style="text-decoration:underline;">RNA polymerase</span> carries out transcription/links RNA nucleotides;<br>e. uncoiling/separation of DNA strands;<br>f. 5’ end of nucleotides linked to 3’ end of (growing RNA) strand;<br>g. <span style="text-decoration:underline;">complementary base pairing</span> (is the basis of copying the base sequence);<br>h. <span style="text-decoration:underline;">uracil</span> instead of <span style="text-decoration:underline;">thymine</span> in RNA;<br>i. starts at/RNA polymerase binds to a promoter;<br>j. regulated by transcription factors/DNA binding proteins/nucleosomes;</p>
<p><em>Annotated diagrams can be used</em>.</p>
<div class="question_part_label">b.</div>
</div>
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<p><img 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"></p>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>Many candidates were able to draw the structure of an RNA nucleotide and link it correctly by a 5’ to 3’ bond to another nucleotide. The commonest error was to show two strands of nucleotides linked by base pairing, indicating confusion between RNA and DNA.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Answers were mixed. Strong candidates had no difficulty in describing transcription in detail but weaker ones tended to get confused with replication and/or translation. Helicase was often stated as the enzyme that uncoils and splits the double helix, rather than RNA polymerase. Marks were not awarded merely for stating that transcription is 5’ to 3’ unless it was clear that the candidate understood that the 5’ terminal of a free nucleotide is linked to the 3’ terminal of the chain of nucleotides already linked up. Candidates are expected to show understanding in their answers, rather than just state memorized phrases.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Differences between continuous and discrete variation were not well known and the average performance for this question was the lowest for any part of Section B. A general fault was to describe the two types of variation separately and in consequence forget to include both sides of a distinction. For example, some candidates stated that the environment can cause continuous variation, but most did not then also state that discrete variation is generally unaffected by environment. A mark was awarded for examples of the two types of variation, but in some cases an inappropriate example was chosen, such as hair colour for discrete variation or eye colour for continuous variation. The latter example was best avoided entirely as there are aspects of both continuous and discrete variation in the pigmentation of the iris.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Cells go through a repeating cycle of events in growth regions such as plant root tips and animal embryos. Outline this cell cycle.</p>
<div class="marks">[4]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Draw a labelled diagram of the formation of a chiasma by crossing over.</p>
<div class="marks">[3]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain the control of gene expression in eukaryotes.</p>
<div class="marks">[8]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>a. mitosis is the division of a nucleus to produce two genetically identical daughter nuclei <br><br>b. consists of four phases: prophase, metaphase, anaphase, telophase </p>
<p>c. cytokinesis occurs after mitosis </p>
<p>d. interphase is the metabolically active phase between cell divisions <em>OWTTE</em></p>
<p>e. the interphase consists of the S phase, G1 and G2 </p>
<p>f. DNA replicates in the S phase </p>
<p>g. cell growth<br><em><strong>OR</strong></em><br>preparation for mitosis<br><em><strong>OR</strong></em><br>duplication of organelles in G1 and G2</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. «crossing over/chiasmata shown between» homologous chromosomes <br><br>b. centromere drawn and labelled </p>
<p>c. single strand break «SSB»/DNA cut between homologous chromosomes </p>
<p>d. non-sister chromatids labelled<br><em><strong>OR</strong></em><br>sister chromatids labelled </p>
<p>e. chiasma between homologous chromosomes labelled «shown forming after SSB»</p>
<p><em>Homologous chromosomes must be labelled and correctly drawn</em>.</p>
<p><em>It is likely that more than one diagram will need to be included to demonstrate the stages</em>.</p>
<p><img 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"></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. mRNA conveys genetic information from DNA to the ribosomes «where it guides polypeptide production» <br><br>b. gene expression requires the production of specific mRNA «through transcription» </p>
<p>c. most genes are turned off/not being transcribed at any one time/regulated<br><em><strong>OR</strong></em><br>some genes are only expressed at certain times </p>
<p>d. some genes are only expressed in certain cells/tissues<br><em><strong>OR</strong></em><br>«cell» differentiation involves changes in gene expression </p>
<p>e. transcription factors/proteins can increase/decrease transcription </p>
<p>f. hormones/chemical environment of cell can affect gene expression </p>
<p>g. example of cell environment<br><em>eg: auxin/insulin/cytoplasmic gradient in embryo</em></p>
<p>h. transcription factors/proteins may prevent or enhance the binding of RNA polymerase </p>
<p>i. nucleosomes limit access of transcription factors to DNA/regulate gene expression/transcription<br><em><strong>OR</strong></em><br>activate or silence genes </p>
<p>j. DNA methylation/acetylation appears to control gene expression «as epigenetic factor»<br><em><strong>OR</strong></em><br>methylated genes are silenced </p>
<p>k. «some» DNA methylation patterns are inherited </p>
<p>l. introns may contain positive or negative gene regulators<br><em><strong>OR</strong></em><br>gene expression can be regulated by post-transcriptional modification/splicing/mRNA processing</p>
<p> </p>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p>DNA forms chromosomes, but much of eukaryote DNA is non-coding.</p>
<p style="text-align: center;"><img 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"></p>
<p style="text-align: center;">[Source: Pixabay.]</p>
</div>
<div class="specification">
<p>People can be analysed genetically for risks of specific diseases before they actually develop. One of these is type I diabetes.</p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Describe the structure of nucleosomes.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain how the two strands of the DNA double helix are held together.</p>
<div class="marks">[2]</div>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>There are multiple tandem repeats of nucleotide segments of DNA found in the non-coding DNA between genes. Outline how tandem repeats are used for DNA profiling.</p>
<div class="marks">[3]</div>
<div class="question_part_label">a.iii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain what happens in a person when they develop type I diabetes.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State how type I diabetes should be treated to avoid harmful health consequences of the condition.</p>
<div class="marks">[1]</div>
<div class="question_part_label">b.ii.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>a unit of DNA wound/coiled around 8 histone proteins / octamer;</p>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<ol style="list-style-type:lower-alpha;">
<li>hydrogen bonding <span style="text-decoration:underline;">between</span> nucleotides / bases;</li>
<li>complementary base pairs;</li>
<li>adenine-thymine and cytosine-guanine form base pairs (between the two strands with H-bonding);</li>
<li>2 bonds between A and T, while 3 bonds between C and G;</li>
</ol>
<p><em>OWTTE</em></p>
<p><em>Full names required for c and d though use ecf.</em></p>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<ol style="list-style-type:lower-alpha;">
<li>tandem repeats (at one locus) vary in number of times sequence repeats / represent different alleles for one locus;</li>
<li>DNA sample cut by restriction enzymes into fragments;</li>
<li>samples of DNA are amplified at specific genetic sites with PCR;</li>
<li>the fragments are separated by their size/number of repeats with gel electrophoresis;</li>
<li>fluorescent/radioactive label attached to different tandem repeats;</li>
<li>data from several loci at one time uniquely identify individuals / like a fingerprint, combinations of alleles are specific to an individual;</li>
<li>
<span style="text-decoration:underline;">comparisons</span>/<span style="text-decoration:underline;">similarities</span> between fragment patterns to determine paternity/evidence match to a suspect’s profile / other example of comparison/similarity;</li>
</ol>
<p><em>OWTTE</em></p>
<div class="question_part_label">a.iii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<ol style="list-style-type:lower-alpha;">
<li>insulin is necessary to control/regulate blood glucose concentrations<br><em><strong>OR</strong></em><br>insulin is necessary for the cells to take up glucose (for energy);</li>
<li>insufficient insulin is made by the pancreas<br><em><strong>OR</strong></em><br><span style="text-decoration:underline;">autoimmune response</span>/<span style="text-decoration:underline;">antibodies</span> destroy the (β) cells of the pancreas that make insulin;</li>
<li>reduced uptake of glucose from the blood / glucose accumulates in the blood / elevated blood glucose levels;</li>
</ol>
<p><em>“sugar” is NOT accepted in place of glucose. However, this should only be penalized once; i.e., utiltize ECF.</em></p>
<div class="question_part_label">b.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<ol style="list-style-type:lower-alpha;">
<li>inject insulin / monitoring blood glucose / devices that release insulin;</li>
<li>decrease consumption of sugars/CHO / diet modification;</li>
<li>increase exercise;</li>
<li>keep weight in healthy range;</li>
</ol>
<div class="question_part_label">b.ii.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>The structure of a nucleosome was correctly described for many, but some did not mention the number of histones.</p>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>There was a noticeable number of blank answers with respect to this question about using tandem repeats as the foundation of DNA profiling. Others had a good idea about PCR and gel electrophoresis, but many didn't mention restriction enzymes and did not clearly understand that patterns are compared.</p>
<div class="question_part_label">a.iii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>This question about blood sugar regulation was well done by most. This was a question where the use of general terms rather than specific terms led to lost marks. For example, sugars instead of glucose and ‘the body’ instead of ‘the pancreas’</p>
<div class="question_part_label">b.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.ii.</div>
</div>
<br><hr><br><div class="specification">
<p>DNA methylation has a critical role in gene regulation by affecting transcription. Samples were taken from two colon cancer tumours (T1 and T2) and two normal colon samples (N1 and N2). A particular gene was implicated as a possible cause of cancer. The promoter of this gene was cloned (A–J). The data show the DNA methylation patterns from these samples. The numbers (32–269) represent different markers in the promoter.</p>
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"></p>
<p style="text-align: center;">[Source: Philipp Schatz, Dimo Dietrich & Matthias Schuster. Rapid analysis of CpG methylation patterns using RNase T1<br>cleavage and MALDI-TOF. <em>Nucleic Acids Research</em> (2004) <strong>32</strong> (21): e167, doi:10.1093/nar/gnh165.<br>Reproduced by permission of Oxford University Press]</p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Identify the stage of mitosis labelled X in the image, giving a reason.</p>
<p style="text-align: center;"><img 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"></p>
<p style="text-align: center;">[Source: Copyright 2002, The Trustees of Indiana University]</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline what is indicated by the mitotic index of tissue taken from a tumour.</p>
<div class="marks">[2]</div>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>DNA has regions that do not code for proteins. State <strong>two</strong> functions of these regions.</p>
<p>1.</p>
<p>2.</p>
<p> </p>
<div class="marks">[2]</div>
<div class="question_part_label">a.iii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline the difference in methylation pattern between tumorous and normal tissue samples.</p>
<p> </p>
<div class="marks">[2]</div>
<div class="question_part_label">b.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest a way methylation may affect tumour cell genes.</p>
<div class="marks">[1]</div>
<div class="question_part_label">b.ii.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>telophase because the chromosomes/chromatids have reached the poles<br><em><strong>OR</strong></em><br>«late» anaphase as some chromosomes/chromatids are still moving/tails visible ✔</p>
<p><em>OWTTE</em></p>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. mitotic index is an indication of the ratio/percentage of cells undergoing mitosis/cell division ✔</p>
<p>b. cancer cells «generally» divide much more than normal «somatic» cells ✔</p>
<p>c. a <span style="text-decoration: underline;">high/elevated</span> mitotic index in tumours / possible diagnosis of cancer /measure of how aggressive/fast growing the tumour is ✔</p>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. promoters / operators / regulation of gene expression/transcription ✔</p>
<p>b. telomeres/give protection to the end of chromosomes «during cell division» ✔</p>
<p>c. genes for tRNA/rRNA production ✔</p>
<p>d. other valid function for non-coding sequence ✔</p>
<p><em>Do not accept stop codon, accept centromeres (connecting sister chromatids).</em></p>
<div class="question_part_label">a.iii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. «overall» much more methylation in the colon tumour samples than normal ✔</p>
<p>b. tumour and normal samples the markers 258 and 269 similar degree of methylation/fewer differences ✔</p>
<p>c. degree of methylation on certain markers may correlate with the presence of cancer / correct example of a marker only methylated in tumour cells <em>eg</em> marker 32 ✔</p>
<div class="question_part_label">b.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. «DNA» methylation may inhibit transcription of genes that would prevent cancer/tumor formation ✔</p>
<p>b. «DNA» methylation may increase mitosis/cell division leading to tumor formation ✔</p>
<p><em>Do not accept discussion of histone methylation.</em></p>
<div class="question_part_label">b.ii.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>Both anaphase and telophase were accepted as answers, but students had difficulty providing a reason that was an appropriate justification; for example, students might say telophase and then support this with the statement because chromatids are seen moving to opposite poles. Students sometimes referred to chromatids as homologous chromosomes. As this is an image of plant cells, students would be mistaken by referring to a cleavage furrow. The mechanism of cytokinesis involves the formation of a cell plate.</p>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Many students could accurately define the term mitotic index. An area of misunderstanding was to categorize the mitotic index as a rate rather than a ratio.</p>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>This question was well answered. The occasional answer made reference to processes associated with translation.</p>
<div class="question_part_label">a.iii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Many students detected that greater degrees of methylation in tumour samples. Fewer could accurately summarize the specific differences between methylation in the two samples.</p>
<div class="question_part_label">b.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Students lacked the understanding of epigenetics necessary to make reasonable suggestions.</p>
<div class="question_part_label">b.ii.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Label a peptide bond in the diagram of a polypeptide.</p>
<p><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAxUAAADhCAYAAAC+9piYAAAgAElEQVR4Ae3dfZBdZZkg8Jct/yTCTsWyMoSgtZsIjCUQ0YhBDURwCoglNbOJK4G2RmHooCxolXSj4wciHRwjLkqSFTJlA7EMbg2OEGtwJAQFmYhEYBnIJLtVEjOmLDMwQP7vredQp3O6+5yb3O77ce69v1PV1feez+f9Pfd23+ee97znuImJiYlkIkCAAAECBAgQIECAwCwF/tMst7MZAQIECBAgQIAAAQIEMgFFhRcCAQIECBAgQIAAAQJzEnhDcetFixYWn3pMgAABAgQIECBAgACBGQL79x+YMu+46ddURGExfaUpW3hCgAABAgQIECBAgMBAClTVCro/DeTLQaMJECBAgAABAgQItE5AUdE6S3siQIAAAQIECBAgMJACioqBTLtGEyBAgAABAgQIEGidgKKidZb2RIAAAQIECBAgQGAgBRQVA5l2jSZAgAABAgQIECDQOgFFRess7YkAAQIECBAgQIDAQAooKgYy7RpNgAABAgQIECBAoHUCiorWWdoTAQIECBAgQIAAgYEUUFQMZNo1mgABAgQIECBAgEDrBBQVrbO0JwIECBAgQIAAAQIDKaCoGMi0azQBAgQIECBAgACB1gkoKlpnaU8ECBAgQIAAAQIEBlJAUTGQaddoAgQIECBAgAABAq0TUFS0ztKeCBAgQIAAAQIECAykgKJiINOu0QQIECBAgAABAgRaJ6CoaJ2lPREgQIAAAQIECBAYSAFFxUCmXaMJECBAgAABAgQItE5AUdE6S3siQIAAAQIECBAgMJACioqBTLtGEyBAgAABAgQIEGidgKKidZb2RIAAAQIECBAgQGAgBRQVA5l2jSZAgAABAgQIECDQOgFFRess7YkAAQIECBAgQIDAQAooKgYy7RpNgAABAgQIECBAoHUCiorWWdoTAQIECBAgQIAAgYEUUFQMZNo1mgABAgQIECBAgEDrBBQVrbO0JwIECBAgQIAAAQIDKaCoGMi0azQBAgQIECBAgACB1gkoKlpnaU8ECBAgQIAAAQIEBlJAUTGQaddoAgQIECBAgAABAq0TUFS0ztKeCBAgQIAAAQIECAykgKJiINOu0QQIECBAgAABAgRaJ6CoaJ2lPREgQIAAAQIECBAYSAFFxUCmXaMJECBAgAABAgQItE5AUdE6S3siQIAAAQIECBAgMJACioqBTLtGEyBAgAABAgQIEGidgKKidZb2RIAAAQIECBAgQGAgBRQVA5l2jSZAgAABAgQIECDQOgFFRess7YkAAQIECBAgQIDAQAooKgYy7RpNgAABAgQIECBAoHUCiorWWdoTAQIECBAgQIAAgYEUUFQMZNo1mgABAgQIECBAgEDrBBQVrbO0JwIECBAgQIAAAQIDKaCoGMi0azQBAgQIECBAgACB1gkoKlpnOXB72rdvX1q0aGHatGljadsf3bkzW751672lyzsx8/Dhw1l8EWf+c+GFF6RuxtSJds/2GOESTpG7silyHcsj992aHnzggTR89dWT+Yx4RkdGuhpTtyyO5bhhE0bxXiibPrpmTVq69KyyRR2bF6+7eF9GnPlPvNaqYu5YYDU9kJzWNDFzCKsXcjqH5tl0QAQUFQOS6EFsZnwwfv/735eefebZdM/d96b9+w9kP9d++to0Pj6e4sPUwYMHB5GmZ9scxcS6a4bTO854x2Q+n39+T9aelSvPUyz2WGbj/Rfvw3g/Dg0NTeb04Ycfyd638f6tKnB7rKkDE66cDkyqNZTADAFFxQwSM/pBIL7hvP4z16dl716WNm3enD6wYsVksy5ZtSqNj9+d9u7bm66/7rrJ+R7UWyC+ud7+kwezAnF4eN1ksMcff3waW78+rVt3TRodHUlxJsPUGwLx/nvp5Zey9+Nll62dDHrx4sXZ+3bJ4iXZ+1jxP0lT+wdyWvsUCZBA2wQUFW2jteNuCtxzz93p0KE/piuvuqo0jAULFqQrr7wy/fKJx30ILRWq18woEu+888508UWXTCkQi1F+6lOfTvPnvynd/u3bi7M9rqlAnIGI91+coYj3Y9k0PDycvY/Hx79Xtti8mgnIac0SIhwCHRZQVHQY3OE6I3D//fdnHzCXLl1aecBly96TLXvuX56rXMeCegjsfOSR7MPlue87tzKgOGMRZ6b27HlBt7ZKpfoseOKfn8iCOe200yuDijOMUSju2LGjch0L6iMgp/XJhUgIdEPgDd04qGP2l8DY2C0pfuo0HTp0KM2fP79hSEuWLMmWP/2bpxuuN4gLL7/iSFeUOrT/lVdfycI44Y0nNAwnrrWILlJ7//VfK7/9briDPl54+umnVrYuPrh3enrxty9mh6w6S5HHE12g4oxGnK2KwtF0REBOj1j0y6O65bRfXLWjMwKKis449/VRRkdvTMU+7nlj41R4Nz6cxoeP6PoUH0ZMsxOIC9uL16Hke4nrGrpRQL766qtZCPPmzctD8btJgbigvexDeVwoHdcXdXp6+eWXs0PK6ezl5XT2dnXdsm45bZdTjCD4d1u2pK3fPzI6ZHRvvfjii1Nc92jqTQHdn3ozb6JuIBAfnE499bSjflDau/f1D1JnnnVmg71ZVAeBkxeenIVx4N8ONAwnRvqKacnb3tZwPQu7L5C/7/L3YVVEUfDE+7msIKraxvzuCMhpd9x77agxhHSM1hfTrl1PTo76Ft1bY3S/GOXP1JsCiorezJuojyJw6aWXZmcrdu/eXbnmCy88ny17+5+9vXIdC+ohsOK887K+9Y/94rGGAe361a7sA+jRutQ03ImFHRE45z3nZMfJ34dlB433b5x1PP/888sWm1czATmtWUJqGE70YIhR+qKHQ4zaV/xbHSPAbbxjU9aFdf36sRpGL6SjCSgqjiZkeU8KXH75FdmH0K/femtp/DFE5YYNG9J7z1nuVGupUL1mxrfUMVpXXC9RNWRs/BOKD6BxHxJT/QWie128/+J9WDVkbLx/43qPoaGP179BIsy6TMqpF0IjgU2bNmXv6bIu07FddH2K19DGjXdU/l1otH/LuiugqOiuv6O3SSA+hG7bdl/WBSpOpca3I/kUH0qHhq7Irrm47Vvfymf7XXOB+Cd02cfWZqfH49qOfIpraOJutPFPaGxsvSIxh+mB33dt2ZK9D+P9WLzLffS3jvdtdH267Zu3Tfk2sweaNdAhyulAp79h4+PLgxh0IUbpazSt+vDr11Q89etfN1rNshoKuFC7hkkRUmsE4gZaP//5L1Lcs6J4wXj0z46x8Ys322rNEe2l3QJxunz58uVp+/btadGihZOHi2Ij7sIcOTf1jkAU/z/Yti0rKOKu2tEtIp+ie8TffuMbrqXIQXrkt5z2SKK6EGZ+RvKUt5zS8OgLT3r9b/vvDvyu4XoW1k/guImJiYliWPGPev/+xhdDFtf3mAABAgQIECBAgEAjgXxEyKoRI/Ntj3W9fH2/Oy9QVSvo/tT5XDgiAQIECBAgQGCgBPJR+fJR+qoan4/yl4/6V7We+fUTUFTULyciIkCAAAECBAj0lUCM9BQXYccofY2mfJS/d559dqPVLKuhgKKihkkREgECBAgQIECg3wSGh4ezUfqqhoyNgVRilL91664xQEMPJl9R0YNJq3PI0c+ueAFtt2Otiqdqfrfjrdvx6+ZUFU/V/Lp51iGeullVxVM1vw6GdYuhblZV8VTNr5tnHeLpV6sYSjpG6YvR+mLUvvzi7TCPEeDi5ndxZ+2RkdE6pEEMTQooKpoEszoBAgQIECBAgMDsBGLkxRitL6Zly96VfREZRVR0e4qb323avHl2O7ZV1wUMKdv1FAiAAAECBAgQINB/AnEfoZhiqOHiFMN/xxDh8WPqHwFnKvonl1pCgAABAgQIEKiNwH33bUsfHxqqTTwCaa+AMxXt9bV3AgQIECBAgMDACfzhD39It9/+P9P4+D0D1/ZBbbAzFYOaee0mQIAAAQIECLRJ4H9t3pxWnv/BdMYZZ0w5QnSJioLD1H8Cior+y6kWESBAgAABAgS6JvDMM8+ku7bcmT53ww0zYoguUR/72H+fMd+M3hfQ/an3c6gFBAgQIECAAIHaCHz1ppvSl7/8lfTmN795Sky6RE3h6LsnzlT0XUo1iAABAgQIECDQHYGH/vEf0//9f/vS6tVrZgRQ1SVqxopm9KSAMxU9mTZBEyBAgAABAgTqJRDXS9ww8rl06/qvzxhGNu8S9eSTT9UraNG0TMCZipZR2hEBAgQIECBAYHAF4nqJ//pfFqcP/fmfz0Co6hI1Y0UzelbAmYqeTZ3ACRAgQIAAAQL1EIjrJb785S+lBx7YPiOgRl2iZqxsRs8KOFPRs6kTOAECBAgQIECgHgJfv/XW9N/+cnXpELJVXaLqEbkoWiXgTEWrJO2HAAECBAgQIDCAAnG9xA//932p7HqJ6BJ19jvfVdolagCp+rrJioq+Tq/GESBAgAABAgTaK/CZz1xfOYRsVZeo9kZk790Q0P2pG+qOSYAAAQIECBDoA4Ef/vC+9O//fqh0CNnoEvXJT1w5o0tUHzRbE0oEnKkoQTGLAAECBAgQIECgsUAMIfu1r91cOYTswzt+lh566J8a78TSvhFwpqJvUqkhBAgQIECAAIHOCdx1152VQ8hGl6hrr/0fM+6q3bnoHKnTAoqKTos7HgECBAgQIECgDwSe+z/Ppb/54hdntCS6RMVUdlftGSub0TcCx01MTEwUW7No0cK0f/+B4iyPCRAgQIAAAQIECBxVILpEnXvue9Md39mYlp977lHXt0LvCVTVCs5U9F4uRUyAAAECBAgQqKVAdImKIWQVFLVMT1uDUlS0ldfOCRAgQIAAAQKDI/DqK6+m0RtvHJwGa+mkgO5PkxQeECBAgAABAgQIECDQSED3p0Y6LV62b9++FOCbNm0s3fOjO3dmy7duvbd0eXFmvu5H16wpzp58nC8/ln1NbtSGB9HWCy+8IGtXtH3p0rMq29+GwzfcZd1iy3NW55xGjKMjI5P5jJwOX311ivndng4ePJi9tiKm/Ccsu/keiNdYxLJ+/VgpT748/jZ0a6pzTusYW7ymIqcPPvBAacpiefyd6+ZUR7fco46xyWmendn9rmNOZ9cSW7VLQPendsm2eL+/fOLx2nxILzYtPuBFMfHozkfT52/8fHaRf1zof9NXbkr3339/ij/icdFWN6Y6xxYedc1pfAC+/Iq16YQTT5jM5/PP70knnnhiNr+bH97jn9qyZe9Kzz7zbNq168nJ+FZ9eFUaHR3JCqFuvNbyY27ceEctCq88nvx3nXNa59jC74tf+mLX/obl+Sv7XWe3Oscmp2WvpqPPq3tOj94Ca3REIEZ/Kk4nn3xS8anHsxDYu3fvRDhu3HhH6dY7H3kkW37vvfeULi/OzNeN/cXPU089VVw8kS8/ln1N2bBFT9asXj1xwQUfnHjttddm7DGPrcphxgYtnlHX2HKXOub0gR//uOFrM0zPOuvM0ny3OH0zdvf73/8+O/bVf/3XM5bFjHidhWn4dnrKjx3HL3s/5Mvjb0OnpzrntM6xxWs9f4+Wveby90Kn8xnHq7NbnWOT09m9Wuuc09m1yFZzFYi/jWWTMxUdKd3mfpDR0RvT/PlvSnHL+7pM0S0gvm0fGhpKxx9//IywPrBiRRobW5/e+MY3zljW7hl1ji1vex1zevu3b89eZ5ddtjYPc8rvr958c7ryyivTa6+9NmV+J56Mj38vHTr0x3TlVVeVHu7yy69IYdrNKY6/Z88L6Tvf+XY3w5hy7DrntM6xBWL8zV237pq0/ScPVnaDmoLdoSd1dqtzbHI6uxdo3XM6u1bZqh0Cb2jHTu2z9QLxwfyzn/1s1sUj+m2PjIy2/iBN7vG5f3ku2+K0006v3LLqw2nlBi1aUOfY8ibWLafRXSw+EF980SV5iDN+L168OMVPN6YdO3ZkH/KWLl1aevgobIeH15Uu69TMD37wgrT/xf0pukG9/c/eni5ZtapThy49Tp1zWufYipjxtzZee9EN6p1nn50WLFhQXNzxx3V2q3NsxUTJaVGj8eNeyWnjVljaKQFFRRulx8ZuSfHTqik+oD/2i8eyDywXXvihVPXhKo4XFxi2YyreGPGV/3glO8Rs/sm2I75eia2Yl27ntGiWX/tyyltOKYZ4TI/bnc8I4tChQ2n+/PnHFE9xpXbEFvsv2hWP9/kvfCE9tfupFN/urTjvvNKzePn67YitGFedc1q32BrldP36W9NHPvLhdNNXvpI2bd6cp6/0t5ymVJe/IXJa+hI96sxW/Q056oGs0HcCuj+1MaXRFSLenNN/7rl76qhPu3fvzi5ojn9G8RMXN8e3A2XTF7/0pezb2pGRG8oWm9eDAnLag0lrEHKcMbn209dmZ32+dvPNDda0qFcE4gucvBtUNwcq6BWvXohTTnshS2LsNQFnKmqQsU9+8hNp9erV6QfbtmWjjHzyE5+o/EYszgrEyErrrhnOhq885z3nlLag+E1D6QotmBmjA8UUBVCzZyvaHV+dY5tOX5ec5tfFvPjbF6eHeNTn7c5nBBBnKeJsRbNTJ2KbHlN0e4oueNENavny5dMXTz5vd2x1zmmdY5tMUOFBdJl5+jdPpw0bNqTzz19ZWDL1oZymVNe/IVMzlbJuxHI6XWXq87m8T6fuybNBEHCmogZZ3r37N5PXSMQbeO3atdmFgVVnK+IDS/R7jw8sz7/wfNdakBc0LzSIIdoQQ9F1eqpzbGUWdchpFDfvPWd52vWrXWUhTs6Lb2pjaNdOT5deeml2oXac2auaIq66fJP8qU99Op166mlZN6hXXnm9q2BV3O2aX+ec1jm2qnx87oYbstdgdIPq1lRntzrHVpUvOa2SeX1+L+a0cYssbaeAoqKdurPc9yuvvv4BZN68eZV7+NtvfCPrBtXKazYqD1axIEZ3ig+h4+PjpeO4R0ExNHRFduFqxS7aNrvOsVU1ug45HR4ezj40VX0wjwIx7gfxpyedVNWMts2P0Z1iNJ47v/vd0mNEQRH316jLFF8QxL1b4uL3+AKgW1Odc1rn2MryFV1moltrjAYVI991a6qzW51jK8uXnJapTJ3XazmdGr1nHRWYPs5s1diz09fzvFpgrvepiLG0x8ZuyQ6Q39Og7D4U+djRkbOy5dURtm5J3DsgxuWPmCOefIrHcT+DsjH783Xa/buusdU9p/k9FeI1mN9/JH7HWP3dfK3F6yW3i1iK93zIYy67n0C7X2ex//z4xZjy44ZjuMVP2fJ8vXb+zuOrY07rGluj+1Dk9zuIv3HdmurqFh51jU1OZ/9qrWtOZ98iW85FIP6flU2uqehoCXf0g8U3wS+9/FKKrhNHm6LLzOOPP562fn/qhd9H266Vy+PU6N///f3pnnvuzq7ziGs9YopvlON+Bt0c4rPOsVXloA45jZydvPDktH379nT66adOhhpd7mKQgTgL1K0pjv3ww4+kv9uyJa1ced5kGHHGLO6J0q0hjCcDKXmQD18ZZyy6NdU5p3WOrSpfcb+W4uuvar12zq+zW51jq8qJnFbJvD6/F3PauEWWtkPguKg0ijuO0YfafaFZ8XgeHxGIG7bFWOjbtt3XtXsBHInGIwIECBAgQIAAAQJTBapqBddUTHXq2rPRkREFRdf0HZgAAQIECBBohcDjjz2W/vIv/qL0WstW7N8+6iugqKhBbqKgiC5MzlDUIBlCIECAAAECBGYtcMaZZ2bbfnxoSGExa8Xe3FBR0eW87du3b/KaiOijm98AL343Gjqzy2E7PAECBAgQIEBghkCMfPe98fFsvsJiBk9fz3BNRV+nt/ONi2IoJtflNGdfV7e6xtWcbufXrrNbnWPrfKaO/Yh1dqtzbMcu3Pk16+xW59iONVOHDx9OUVTEFEVGfiO9Y93eevUViNdn2ec8ZyrqmzORESBAgAABAgR6UsAZi55M25yCVlTMic/GBAgQIECAAAECZQIKizKV/p2nqOjf3GoZAQIECBAgQKCrAgqLrvJ39OCKio5yOxgBAgQIECBAYLAEFBaDkW9FxWDkWSsJECBAgAABAl0TUFh0jb5jB1ZUdIzagQgQIECAAAECgyugsOjv3Csq+ju/WkeAAAECBAgQqI2AwqI2qWh5IIqKlpPaIQECBAgQIECAQJWAwqJKprfnKyp6O3+iJ0CAAAECBAj0nMD0wqLnGiDgGQKKihkkZhAgQIAAAQIECLRbIC8sLrr4onYfyv47IKCo6ACyQxAgQIAAAQIECMwUiMLir/7qEzMXmNNzAoqKnkuZgAkQIECAAAEC/Suwb9++NDoykhYtWjj5M3z11enBBx6Y0eh8vcOHD89YFjM+umZNWrr0rNJlZrZWQFHRWk97I0CAAAECBAgQmKXA1q33ppUrz8u23rXrybR//4Hs59z3nZvWXTOcorgw1VNAUVHPvIiKAAECBAgQIDBQAo/u3JlGR0fS6OiNaWz9+rRgwYLJ9l922dq08Y5NaftPHkzr149NzvegPgKKivrkQiQECBAgQIAAgYEV2LRpU5o//01peHhdqcElq1al956zPG3ceEc6ePBg6Tpmdk9AUdE9e0cmQIAAAQIECBBIKSsSfvnE42nZu5c19Fj14VXZ8qd+/euG61nYeYE3dP6QjkiAAAECBAgQIEDgiEB+5uGUt5xyZGbJo4UnLczm/u7A76YsPf30U6c8Lz6Jsx+m9gsoKtpv7AgECBAgQIAAAQINBF579dVs6QknnNBgrepFzz+/J8XwtNOnGP1p776902d73gYBRUUbUO2SQL8IxKgbpv4SkNP+yme0Rk77L6eD2KIlb3tb1uxnn3m2YfMP/Nvr/5dOXnhyw/Us7LyAoqLz5n19RP/cZpdebrNzq+tW8lnXzMw+LjmdvV1dt6xzTuscW7vyGSM9xUXYu361q+EhHvvFY9nyd559dsP1LOy8gAu1O2/uiAQIECBAgAABAtMEhoeH06FDf6wcMjZufhdDyq5bd82U4Wan7cbTLgkoKroE77AECBAgQIAAAQJHBD6wYkUaG1ufDRkbd8rOL96ONeKmeHHzu4svuiSNjIwe2cij2ggoKmqTit4LZN++fWnRooVp06aNpcHHTWxiefwhMB0R6AW3+EMeeY385T9xsdv0XMbzWB65LpvyfUSb+3nqBYfsplIjI5P5jLzFnWmn564X2tKJ11J8oAmjw4cPlx4u3g9Ll55VuqxTM+W0Oek657TOsTWnPPe14yZ3Dz/8SLajZcveNfk3K7o9xc3vNm3ePPeD2ENbBBQVbWG1UwK9KxAfVOIPeVwst2vXk9lFoNG/N8YGz+50OjLSu40b0MijuLv8irXphBNPmMxnjJRy4oknZvOnF4sDytRTzZbTnkqXYJsUWLx4cXZH7fjfk/9EMRE3v5s+xZ23Y52ykZ9i3R9s25Z27/7N9M08b4OAoqINqHZJoFcF4gzF9Z+5Pju9HH/A48K5fIpvj0ZHb0xbv3/vjG+383X8rp9A9EEeG7sl61JQ7DIQ/4Djn3FcGLlhw4bKb+Tr1yIRyanXAAECdRQw+lMdsyImAl0SGB//XnaR3JVXXVUaweWXX1E638z6Ctz+7dtT3PgpisKy6as335x+9rN/Sq+99lrlN31l25nXPQE57Z69IxMgUC2gqKi2sYTAwAns2LEj+wC6dOnS0rbHt9vDw+tKl5lZP4E487RnzwvZmaeq6KKbQfyYekNATnsjT6IkMIgCiopBzHqL2/x614pbWrzX/t9dHd0OHTqU5s+f3zR+9Nc3pez6hDo55BcZn/KWU5oOS05fJzv99FMr7eIMUKcnOZ27eN1yWmxRnWMrxukxgTIB11SUqZjXlED0s88vpCr+vuduoz41guwnt8h1Mff542hjcYpRoGLUnHxEqRjxpJ+mY3XohTYfa1v6PadxQXv+ei7+jmtRem061pzGhfsxslW/vk/rnNM6x9Zrr3fxdl5AUdF5c0ckUFuBOEsRZyvaNf3NF76Q7To+nMXIUg/99KHKIYnbFcMg7TcfDeXF377YtmbLadtoS3fc7pxGkRijvN30lZuyYiqG9oz3qRHCStNhJgECBQFFRQHDQwKDLnDppZdmF2rv3r27kiKGnJ3tB4wY2i9+YoqRpZa9e1k2dG3lwSyYk0AYxzfqu361q+F+Ip/T71fRcIPCQjktYHTgYbtzGtfXRNGfD90Zz1evXp3Gx8c70DqHIECglwUUFb2cPbETaLFAjO4U/cTv/O53S/ccHzxb1dc+vhGND7vnvu/c0mOZ2RqB4eHhrFCsKgTjfgfxzfSfnnTSnA8op3MmPKYddDKnEdAr//FK+pP//CfHFJuVCBAYXAFFxeDmXssJzBCIrhW3ffO2tP0nD2Z3W44PifmU32zr4osuqRyeNF/3aL/jTs4rV56Xlixekt797mVHW93yOQh8YMWK7P4iUTisXz82eT+KuOA38pDfw2KuI0DJ6RyS1OSmncpphBWjTUX3p7VrDcbQZJqsTmDgBBQVA5dyDSbQWCA+sEQ/6rjbcnzwzy/WfHTno9kN1OKmeHOdYh/RxeKtb31rWrNm9eQH3bnu1/blAjEM8MY7NqW4tiJGl4mc5qPMxMW7VfewKN9b+Vw5LXdp19xO5DRiv/6669KHLvzQZHeodrXHfgkQ6H2B4yYmJiaKzYh/NvHP3kSAAIF2C8S1Gx/5yIfTj37041R1b4x2x2D/rRWQ09Z6dnNvcWbr6d88ne7assWNEbuZCMcmUDOBqlrBfSpqlijhEBhEgXnz5g1is/u6zXLau+mNLk9xhiImBUXv5lHkBDotoPtTp8Udj8CACkQf/hj7Pr79zKef/vShbHSiufbnz/fnd2cF5LSz3p04WuR0aOiK9NLLLykoOgHuGAT6SEBR0UfJ1BQCdRaIi8DvumtL1p0iv04j+vjf9q1v1TlssTUQkNMGOD266B/+4Udpz54Xsp/8+pv8/dqjTRI2AQIdEnBNRaOxc4AAAAfISURBVIegHYYAAQIECLRDID70x+R6yHbo2icBAtMFqq6pcKZiupTnBAgQIECAAAECBAg0JaCoaIrLygQIECBAgAABAgQITBdQVEwX8ZwAAQIECBAgQIAAgaYEFBVNcVmZAAECBAgQIECAAIHpAoqK6SKeEyBAgAABAgQIECDQlICioikuKxMgQIAAAQIECBAgMF1AUTFdxHMCBAgQIECAAAECBJoSUFQ0xWVlAgQIECBAgAABAgSmCygqpot4ToAAAQIECBAgQIBAUwKKiqa4rEyAAAECBAgQIECAwHQBRcV0Ec8JECBAgAABAgQIEGhKQFHRFJeVCRAgQIAAAQIECBCYLqComC7iOQECBAgQIECAAAECTQkoKprisjIBAgQIECBAgAABAtMFFBXTRTwnQIAAAQIECBAgQKApAUVFU1xWJkCAAAECBAgQIEBguoCiYrqI5wQIECBAgAABAgQINCWgqGiKy8oECBAgQIAAAQIECEwXeMP0GZ4TIECAAAECvSOwf/+B3glWpAQI9K2AMxV9m1oNI0CAAAECBAgQINAZAUVFZ5wdhQABAgQIECBAgEDfCigq+ja1GkaAAAECBAgQIECgMwKKis44OwoBAgQIEGipwNat96YLL7wgLVq0cPJn06aN6fDhw1OOs2/fvmx5LCubHt25M1se+zMRIEBgtgKKitnK2Y4AAQIECHRB4ODBg+mja9ak8fHxNDQ0lOJC7fh5+OFH0rPPPJve//73pSgUTAQIEOikgKKik9qORYAAAQIE5ihw/XXXpZdefimNj9+dLrts7eTeFi9enDZt3pyWLF6Srv/M9SmKDxMBAgQ6JaCo6JS04xAgQIAAgTkKxBmIXz7xeHaGYsGCBaV7Gx4eTocO/TGNj3+vdLmZBAgQaIeAoqIdqvZJgAABAgTaIPDEPz+R7fW0006v3PsHVqxI8+e/Ke3YsaNyHQsIECDQagE3v2u1qP0RIECAAIE2Cbz42xezPVedpcgPG12g4oxG8aLtsbFbUvyYCBAg0A4BZyraoWqfBAgQIECgDQIvv/xyttd58+Y1vffR0RsnL+rOL+6O3/fcbdSnpjFtQIDADAFFxQwSMwgQIECAQD0FzjzrzCywvXv3Ngxw77696dRTT0vHH398w/UsJECAQKsEFBWtkrQfAgQIECDQZoFz3nNOdoQXXni+8ki7d+/OLtQ+//zzK9exgAABAq0WUFS0WtT+CBAgQIBAmwTiIuz3nrM8bdiwoXLI2K/femt2ofbQ0MfbFIXdEiBAYKaAomKmiTkECBAgQKC2Andt2ZLdi2Jo6IpUvAt23Dl7+OqrU3R9uu2bt6WjXcxd2wYKjACBnhRQVPRk2gRNgAABAoMqENdJ/GDbtuxeFXFX7UWLFmY/K1eel95xxjvSz3/+ixRnNEwECBDopMBxExMTE8UDxh+nGA3CRIAAAQIECBAgQIAAgaJAVa3gTEVRyWMCBAgQIECAAAECBJoWUFQ0TWYDAgQIECBAgAABAgSKAoqKoobHBAgQIECAAAECBAg0LaCoaJrMBgQIECBAgAABAgQIFAUUFUUNjwkQIECAAAECBAgQaFpAUdE0mQ0IECBAgAABAgQIECgKKCqKGh4TIECAAAECBAgQINC0gKKiaTIbECBAgAABAgQIECBQFFBUFDU8JkCAAAECBAgQIECgaQFFRdNkNiBAgAABAgQIECBAoCigqChqeEyAAAECBAgQIECAQNMCioqmyWxAgAABAgQIECBAgEBRQFFR1PCYAAECBAgQIECAAIGmBRQVTZPZgAABAgQIECBAgACBooCioqjhMQECBAgQIECAAAECTQsoKpomswEBAgQIECBAgAABAkUBRUVRw2MCBAgQIECAAAECBJoWUFQ0TWYDAgQIECBAgAABAgSKAoqKoobHBAgQIECAAAECBAg0LaCoaJrMBgQIECBAgAABAgQIFAUUFUUNjwkQIECAAAECBAgQaFpAUdE0mQ0IECBAgAABAgQIECgKKCqKGh4TIECAAAECBAgQINC0gKKiaTIbECBAgAABAgQIECBQFFBUFDU8JkCAAAECBAgQIECgaQFFRdNkNiBAgAABAgQIECBAoCigqChqeEyAAAECBAgQIECAQNMCioqmyWxAgAABAgQIECBAgEBRQFFR1PCYAAECBAgQIECAAIGmBRQVTZPZgAABAgQIECBAgACBooCioqjhMQECBAgQIECAAAECTQsoKpomswEBAgQIECBAgAABAkUBRUVRw2MCBAgQIECAAAECBJoWUFQ0TWYDAgQIECBAgAABAgSKAoqKoobHBAgQIECAAAECBAg0LaCoaJrMBgQIECBAgAABAgQIFAUUFUUNjwkQIECAAAECBAgQaFpAUdE0mQ0IECBAgAABAgQIECgKKCqKGh4TIECAAAECBAgQINC0gKKiaTIbECBAgAABAgQIECBQFDhuYmJiIp+xaNHC/KHfBAgQIECAAAECBAgQKBXYv//AlPlTioopSzwhQIAAAQIECBAgQIDAMQjo/nQMSFYhQIAAAQIECBAgQKBaQFFRbWMJAQIECBAgQIAAAQLHIKCoOAYkqxAgQIAAAQIECBAgUC2gqKi2sYQAAQIECBAgQIAAgWMQUFQcA5JVCBAgQIAAAQIECBCoFvj/SjrUNWaFZOsAAAAASUVORK5CYII="></p>
<div class="marks">[1]</div>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p style="text-align: left;">Outline the primary structure of proteins.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p style="text-align: left;">Identify <strong>two</strong> hydrolysis reactions that occur in the small intestine.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p style="text-align: center;"><img 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ZIQThZVV26Smb4tWrjQU/XRRz0d2rfXRU9+/pXSbz/v71VXBSGcZCa3ENySTjXLN/6txtWK0a0nOwdN9alrlqZ5vZk5Y4ZmfaFpXorqvlulqTpvrCnls1BCTzy5/MuvaNmSpfTF8q/yPT2qWhQN+NtAGjt6TL5lzShQoGAByezsefOoT8+e9FqfPvRAiRL0UNmyUu/db7/9Ro2fbEwfT5psRvVBbZrp2/gPPqAvln1Obw1+K6gPejLDransM/MTUVf2zyzf+G5/wvgP6c7tOzIGQ9/Dra1Z3IyAZJZvGdMy6Lf/+z8jXFS0AU0VsUiJZmnqXSP/ZsePHUeJ9ZK8k0P6DE0D47NC08C1hyfnHo4duer9+/ZRyVKlpC2zlFzJOZxDBQsVpMqVK0vZd+7codmzPqGZmZk0a85sql2nTu5pwWzxeQcPHJC26OITZHu5J1v4IWtnFu3alU2XLl6k4sWLU3JKCvE8BREOo3w7evSoNJTDD78NZZWWWk3Dqaesm1HsZHtGvhvp26iRo2j+3LtzVBs2akRzdMxXZV35CPTb9/69hlNbI7kZqSfbMso3/q0+07o1Xb92Xfqnv2TpUl2uQlNd2HxOMkpTH6NENPitt6QbbA7qtOgLTfOS1P7dLE21e2LuGblBnZZq+A/94DcH0Q+7d1PmrJlUpWpVLaejrIUE2j3/PO3OypbmCGbt3m1hzajKTALeAQDX0+zpdJom4D7LZjJwmu2XX3yJvtu8WWqW1n/6TmPhxPZ4/2b13oQ5kYtobeLnDi5c8hklJyeL5poqf3QtlMiYOo327dtHn8ydKw1fnj9/XtoKjN9xiEOAV0UeOnBQcqhKVJQ4jsGTkAlM+PBDqUcnZEMwIASBvXv30s4dO4TwBU6YQ2DcmLG5v9mIyAhzKoHVkAlwQNflhY60ffv2kG2Fw4CuOXWfzp1Lly9fpiaNGvn5HMoQn58xJOgmIK+KvH7tmm4bOFFMAhwAbFy3XnKuYMGCdOvWLTEdhVeqCQzs15/wW1WNy3YFEbTbRzLuoZMDOzv22OnqqVu7cQP9MztL8WUf6f7w1KxtXv6owfpP/FiEc+d+NrVi0bmJ7p9ecfiRQkPffYfeeGsQPVS+nF4zAc8TmZvIvgUEmk8G/8M/eeIElS7z53xK6s8WmZvIvukn7numGUG7yNxE9s1XGeVv3oGd3XrsdPXUlS5dWpkEUoUgIK+K5AnXOJxHgBcs8GvY0KHUf8AAKv7AA8QLYXDYk0BsbCzt3L2L1qxeTadOnqIf9vxgz4bAa0UCPA2Gg3Yc9iLgHdjZqcdOV0+dvaRxn7enT5+mkiVL0jPPP0eFCxd2HwAXtJiH15cu/oxq1KxJqamplJaW5oJWO7eJ/Hv9/vvvKTGpLs1fsIAypk93bmNd1rKkpCRas34dvff+KHqqWRoVLVbMZQTs21zvwM4uPXYI6ux7vQX0nO/8N27ZTI8+WplefOVl6t6rF1WsWClgeWTYj8CRI0ckp6ti5bn9xFPwmHvX165eI+26ExERId2UKRRDkg0JsJ78O+WgvVmzZrRqzWoaMHCgDVviTpftFtghqHPwdfrdls0Un5AgPXR43AfjHNxS9zWNn1vVs09v9zXcoS3OycmReunKly/v0Ba6u1ncs85Be53ERGKNw/nMR3croa/1dgrsENTp01j4s/jOP2vHTkpISBDeVzionQDf9XPAjsMZBPbu2UsNU/2fJuCM1qEV3LNeoVJFKaADDXsSsEtgh6DOntdXvl7Ld/48VweHswh4D9U5q2Xubc3ny5ZSbFysewE4vOXbv99OzdPTHd5K5zfPDoEdgjqHXof/2LYNd/4O1VYO2DFU5wyBz549S6dOnKRq1ao5o0FohR8BngpTv0EDv3Qk2I+A6IEdgjr7XVOqPObHI+DOXxUq2xXCUJ3tJAvq8KFDhygtvTkWRwSlZN9MeSoMgnb7apjXc5EDOwR1edVywHf5zj8uLs4BrUET8hLAUF1eIvb+zntop6Sk2LsR8D4ggd27d0uLYDAVJiAiW2Z4B3b8AHFRDgR1oihhoB/ZWVnSnT8vpcfhLAJywI67fufoOnN6Jj1Wq5ZzGoSW+BDgoB2LYHyQOOYLB3ZfrlxBkZGRwrQJQZ0wUhjnSFZWFu78jcMplCUM1QklR8jOHD16VLIRFRUVsi0YEJMAT4VJTkkW0zl4FTIBfi6s9/NCL164SOPGjKHUBk8Qb5cWU7Mm/bVLV9qw/u5+3d4Vnjh+gtq0bEUrl6/wTs79LOevW7s2Ny2/Dwjq8iNkw3zeaaBuUpINPYfL+RHAUF1+hOyVf/DAAerQqSOhV91euqn1Vu5ZR9CulhjKhUoAQV2oBAU7Xx7b975zEMxFuBMCAQzVhQBPwFPXrVtHiYmJAnoGl4wggKkwRlC0j41d2dmU1qQJLVqwkGrXrk2DBg+ml15+mXixTK/uPajfa6/TzZs3cxt04/cbxA+SP3/+l9w07w9y/oVfL3gnB/1cMGguMm1HgC8QvvPH4TwCGKpzlqbyLgP9BwxwVsPQmlwCPBWmadOmud/xwbkELl26RK/17kMlS5WiL5Z/RRUqVsxtbP+BA2nh/AX0/siR9HCFCvTGoDdz84z+gJ46o4mG2R7vNJDaCE+mD7MMplSPoTpTsIbNqLzLAHrVwyaBqRVz0M5TYWrUrGlqPTAuBoElixdLPXIZMzJ9AjrZuy7dulKLli1p/rx5dPnyZTnZ8HcEdYYjDZ9B7DQQPvZW1IyhOisoW1cH96pjlwHreFtdEwftfCBot5p8eOrbsH4DxcTGBt3Xt/0LHYiD/S2bNpvmJIZfTUNrvWHeaQD7C1rP3YoaMVRnBWVr61j1zTf0cvfu1laK2iwjwEF7zz69LasPFYWXwLGjR6l1mzZBnagVEyPlHzhwgFq3/aPs0s+W0Lat2/zOvXr1ql9afgkI6vIjZKN83mmgXfsONvIYrqolgKE6taTsUU7eZWDCxIn2cBheaibAU2HaPvOM5vNwgj0JFCpc2GcRhFIrbly/ISVHRvo+Q7ZDxxcUb/AOHz5MLZo1VzIVMA3Dr0R07MTxgIDslMH7C1q5NZjo3ET3T8u1ZeVQncjcRPZNi55W798rMjeRfdOiqXdZK6bCiMxNZN+8dTLyc0xMDPFq52BHdvbd/Lj4+GDFQspDUBcSPnFO5uchZe3YiU3BxZHEUE94qC4+IcFQmzAWPgL/2LYNuwyED7/pNVsdtJveIFSQL4F27dvT8ePHiYdSlQ5+lEnG1GnS6tcGDZ5QKmJIGoI6QzCG3wjvNJCYVBebgodfCsM9kIfqqlevbrhtGAwPAd5lwMpe9fC00r218lQYbA3mLv2bpTenxk82puHvvEMzMjOlBREygSM5R6hrp0506OBBGjHyPSpQsICcZfg7gjrDkYbHIO80wMulcTiPAO76naWpvMtAXFycsxqG1uQS+HzZUgTtuTTc82FKRgY93aIFTfhgPNVNqE2tnm5BjRumUnpaGuUczqEPJ35EDVNTTQXiuqCO92IbNmRIQKgpSfWkvdh4PzY7HWbvNKCWW7iZ/fzTTzR82DtUPzlZ2nevTnwCvTFwIJ05c8bHtS2bN0s68956Ssfkjz8W5jowc6iOdRVdW6dpKu/fa9bWYNBU6RdtXZoctFerVs2wSkXWVO3fD7v9T9Uj3n333UcTJ0+ib1b/nXr06kVR1aKofv36NPaDcbRt+/fUqnVrH7NlypSht4cOobpJ9XzS5S9yflyC+jl4WP0q07PxO3YauCvetq1bqe+rr1FEZCQ1T29O5cqVo1OnTtOqr7+mLZu30MLFi6h6jRpS4cuXLkvbs/A2LErH6dOnpXylPKvTeKhu9NixVlcrRH1O1JRvKFJSUoTgGw4nnKipN0c5aC9ZsqR3Mj67iAD/n5H/1wRrNl8jwR5rlF++km0EdUpUbJaGnQaIzp07JwV0sXFxNH3GDIosEpmrYo9ePemZVq2lHrtvVq+me++1Twe1fNfvxqE6p2rKuwx8uXJF7vXppg9O1dRbQ7cH7d4s8Nl6Avb572Y9G9vUiJ0GSNpAmR/Q+8GH430COhaxfPny0t1QgQIF6Zdz52yjKzsq3/WbNVQnMgzeFNtpmsq96rGxsSKjN803J2qaFxYH7Y/VqpU3Gd9BwBICCOoswWxeJfJOA27fX3Dzxo3SIz8eLFtWETb31n3991UUKF/xJAES3XzX70RNd+7YQR06dRTgygqPC07U1Juk24N2bxb4HB4Crhx+Xbl8BW1cv0GROD8+gicn2uWwcqcBkbnx84Geff55zbK9M2QoFSlSxO88ed9GvwyLE6waqhNRWydqyrsMNG3a1JKrCJpagtmnErODdhE1ZQCi+uUjjku+uDKoqxYdLU2kV9J46uQpSsnCpm3/frtlm4KLzO3GjRsUEXGfZp1KlHiAihUv7nfeyZMnfdJ4D75Bf3uDNm3cSEWLFqXX+/WjLt26+pQx+ouVd/0iaus0TeVe9SFDhxp9qSjac6Om/IDXd4cOo1WrVtHtW7ekv40jRo2UfrOKkAxONDtoF1FTRiiqXwbLawtzrgzqoqtHB1xxMmf2HFsIJzvJW4MFWz0jlzPiXWRuZR58kM6fP6+5mQPffJOio6P9zuPHoJw+dcov3coEs+/6vdsiorZO01TuVec5nlYc0NQKyn/UYUXQLqKmTEBUv/5Qxz2fMKfOxlrLOw0kYPsoqlGjBu39YU9ANXnVXc/u3YkDJT3H6FGj6MqV3+izZUvpgwkf0uRJk4jnu/HLrIPv+hMTE80yL7xdp2lqZa+6qOKaremkiRMpJ+cwzZ47h+YvWkTHj/9IY0ePtgTHnj17qEKlitLCLEsqRCUgoEAAQZ0CFLskyTsN4HlIRC1btZL23ftuyxZF+ZZ+9pk0j7Jw4cKK+fkl1q5Th0aNHi0txmjUuDHVq1ePDh8+LL3yO1dPvnzXX8fFQZ3TNOVedbfv32u2pvfffz+9O2IEJdWrR4l1E6VpElu/+07PT1DzObw1WPP0dM3n4QQQMJIAgjojaVpsy8ydBixuSsjV8RZpMbEx9LcBA+nb1Wvozp07ks3bt27Tgk/nSxspP/lUE4qLV/9kbm+nnn3uOapQsSLt+Oc/adyYMVIPwDPPPkv8MuOweqjOjDaEatNJmqJX/e7VYLamvV991ec3zr/XqCjjdnYIdk1z0F6/QYNgRZAHAqYTcOWcOtOpWlQB7zTw8eTJFtUmdjW8QfKsOXOoW+fO9FqfPsS9l+XKl5fmxV2+fFm6a584aVLIjdi0cRMd2L+fbt++Qz/9+yfJnhmrpTFUR9Km107RdPfu3ZSYVFe6LkO+CG1swKrfKSNa/uVXtGzJUvpi+VemE5ODdiO3BjPdaVTgSAL3eDwejyNbFqBR+/fto5KlSklbSCkV4U13Cxa6G+tWrlxZqYgQabzTQMPH69O+QwfJigfTquUWbmbcM7d+3TralZ1NFy9dpOLFi1O95GR6skkTn50kjh09SjxU2/bZZxX/0XIel+FDaSHKvDlzaNnSZVL+t+vXGX5NvNC+vVRvkyZNDLftbZB15UPNbyJc2jpB0w/Hj6eiRYtRr969vPGb8tntmnIv/exZn9DMzEyaNWc28dQJs48NGzbQnE8+oSXL7v5NMLo+kTVV+7+BmYTrb4jReohsz3VBnchiaPFt5YoVxDtJZEyfruU0lNVJ4OuVKym1USMqVqyYZGHf/+6j59q2lT7n/OuYTqvKp/Fdf92E2rRz9y7FgFP5LKRqJWClpo1TU6VedbfuJKFVG73lOaAb/OYg+mH3bsqcNZOqVK2q15Sm86wM2jU5hsKuI4A5dTaVPCsry9Wbglst26dz59LUSZOluXq///47zZ41ix6vX196Ge0LhuqMJqpszypN5f17o6KilB1BqmEEMqZOo3379tEnc+fSAyVKSI850vOoI60O8VSY5JRkraehPAgYTgA9dYYjtcZglUqP0Jr166iqRXei1rRK3FqO5ByRHoly8cIFun3nDkdO+ooAAAkhSURBVNWsWYOmZWZKDpcuXdpQx3HXbyjOgMas0hS96gElMDyjdmwc8RzavMexE8fzJhn2nR8S3vypppZNhTHMcRhyJAEslLChrHv37pW8RkBnnXhR1aJow6ZN9OOP/6L77ruPHq5QwbTKsQDGNLQ+hq3SFL3qPtj9vvANqlFB19qNyts/+lVqYMLBAwcoLb25JXObDXQbphxKAEGdDYXliak9+/S2oef2dplX7lU1eQgNQ3XWXiNWaMr793KvOg7zCRjda67GYw7ardrPV40/KONuAphTZ0P9eacBtz/E1IayqXI5OysLd/2qSNmjEHrV7aGTXi/5IeEctNeoWVOvCZwHAoYSQFBnKE7zjfHKyLWr11D16tXNrww1WE4AQ3WWIze1Qu5V79Cpo6l1wHj4CPBDwvnAVJjwaYCafQkgqPPlIfw33hoM+wsKL5NuB/muv25Sku7zcaJYBLhXnR+Fg8OZBDAVxpm62rlVCOpsph7vL9iufQebeQ131RDAUJ0aSvYpI+/fi151+2im1dNV33yDqTBaoaG8qQQQ1JmK13jjvL9gbFys8YZhMewEMFQXdgkMdWDPnj3oVTeUqFjG5K3BELSLpYvbvUFQZ6MrgFdGZu3YSdhf0EaiaXAVQ3UaYNmgKPeqN09Pt4GncFEPAZ4Kw/v5li9fXs/pOAcETCGAoM4UrOYYPXTokLQykjerx+EsAhiqc5ae3BruVa/foIHzGoYWSQQ4aG+YivmSuBzEIoCgTiw9gnrD+xmmpKQELYNMexLAUJ09dQvktTw0h171QITsn/75sqWYCmN/GR3XAgR1NpJ05vRMeqxWLRt5DFfVEsBQnVpS9iiH/XvtoZNeL+WHhCNo10sQ55lFAEGdWWQNtsv7C/KBTcENBiuIOQzVCSKEQW5wr3qLli0NsgYzohHAVBjRFIE/MgEEdTIJwd95f0F+iGlERITgnsI9rQQwVKeVmPjlef9e9KqLr5NeD7ds3oypMHrh4TxTCSCoMxWvccbXrVtHiYmJxhmEJWEIYKhOGCkMcYR71U+dOIledUNoimmEHxKOoF1MbdzuFYI6G1wB8srIOgjqbKCWdhcxVKedmchncK96Wnpz9KqLLFIIvslTYWJj8bzQEDDiVJMIIKgzCayRZnl/QWwNZiRRsWxhqE4sPUL1hvfvbdq0aahmcL6gBHbu2IH9fAXVBm4RIaizwVWw/fvteIipDXTS4yKG6vRQE/cc7lXnobkaNWuK6yQ8C4kAPyQcU2FCQoiTTSSAoM5EuEaZ5pWR8QkJRpmDHYEIYKhOIDEMcIV71fmoWrWqAdZgQjQCmAojmiLwJy8BBHV5iQj2XV4ZmYCgTjBljHEHQ3XGcBTFCu/f27NPb1HcgR8GE8BDwg0GCnOGE0BQZzhSYw3K+wtiazBjuYpi7V/HjmGoThQxDPCDh+bQq64N5LETx7WdEMbSeEh4GOGjalUEENSpwhS+Qv/Ytg37C4YPv+k1L1m2DEN1plO2roLOXboQetWt4211TXhIuNXEUZ9WAgjqtBKzuDyvjExOSba4VlQHAiCgh0BycjKhV10POXuc0zC1EWFrMHto5VYv7/F4PB63Nt4O7eY5dbyLBHaSsINa8BEEQCA/AhcvXKSZMzLp2zXf0pnTpymySCQlJNSmzl27UJOnnvI5/cTxE9S/b1968aWXqHXbNj55/EXO7/Paq1Je07Q0vzJIAAE3ESjopsbasa2467ejavAZBEAABEAABKwngKDOeuaoEQRAAARcSWBXdjb17tGTrl27RmnNmlHHTp3o2rWrtGnjJurVvQc93aIFTfh4IhUqVEjic+P3G8Qris+f/0WRl5x/4dcLivlIBAG3EUBQ5zbF0V4QAAEQCAOBS5cu0Wu9+1DJUqXoi+VfUYWKFXO96D9wIC2cv4DeHzmSHq5Qgd4Y9GZuHj6AAAioJ4CFEupZoSQIgAAIgIBOAksWLyaeI5wxI9MnoJPNdenWlVq0bEnz582jy5cvy8l4BwEQ0EAAQZ0GWCgKAiAAAiCgj8CG9RsoJjaWKleuHNBA+xc6EO/asGXT5oBlkAECIBCYAIZfA7NBDgiAAAiAgEEEjh09Sq3b+K9g9TZfKyZG+nrgwAGf1a5LP1tC27Zu8y4qfb569apfGhJAwM0EENS5WX20HQRAAAQsIsABGD++JNghP7qJF094H0Xuv59K/7m0d5L0uXDhuwsq/DKQAAIuJYCgzqXCo9kgAAIgYCWBB0qUoMuXgs+V42fY8VG6tG8A17JVS3q5e3c/dw8fPiytnPXLQAIIuJQA5tS5VHg0GwRAAASsJBATE0PZWVlBq8zOvpsfFx8ftBwyQQAElAkgqFPmglQQAAEQAAEDCbRr356OHz9OPD9O6bh58yZlTJ0mPdKkQYMnlIogDQRAIB8CCOryAYRsEAABEACB0Ak0S29OjZ9sTMPfeYdmZGZKq1xlq0dyjlDXTp3o0MGDNGLke1SgYAE5C+8gAAIaCGBOnQZYKAoCIAACIKCfwJSMDBry1mCa8MF4ypgylR559FG6cuUKnTp5kooVK0YfTvyIGqam6q8AZ4KAywnc4/F4PC5ngOaDAAiAAAhYSIB75Pi5dSdPnqDIiEiqFVOL0lu0oCJFivh4wQ8rXv7ll1Q3qZ5UxieTSHqYMec/3qCBlBUdHZ23CL6DgKsIIKhzldxoLAiAAAiAAAiAgFMJYE6dU5VFu0AABEAABEAABFxFAEGdq+RGY0EABEAABEAABJxKAEGdU5VFu0AABEAABEAABFxFAEGdq+RGY0EABEAABEAABJxKAEGdU5VFu0AABEAABEAABFxFAEGdq+RGY0EABEAABEAABJxKAEGdU5VFu0AABEAABEAABFxFAEGdq+RGY0EABEAABEAABJxKAEGdU5VFu0AABEAABEAABFxFAEGdq+RGY0EABEAABEAABJxKAEGdU5VFu0AABEAABEAABFxFAEGdq+RGY0EABEAABEAABJxKAEGdU5VFu0AABEAABEAABFxFAEGdq+RGY0EABEAABEAABJxKAEGdU5VFu0AABEAABEAABFxFAEGdq+RGY0EABEAABEAABJxKAEGdU5VFu0AABEAABEAABFxF4P8BX0gCdw+VJAoAAAAASUVORK5CYII="></p>
<p style="text-align: left;"><em>Award <strong>[1]</strong> for any one of the four peptide bonds identified in this markscheme</em>.</p>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p style="text-align: left;">number/sequence/order of amino acids «in a protein/polypeptide chain» ✔</p>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p style="text-align: left;">a. polysaccharides to disaccharides/monosaccharides<br><em><strong>OR</strong></em><br>starch/glycogen to <span style="text-decoration: underline;">maltose</span> ✔</p>
<p style="text-align: left;">b. sucrose to glucose <em><strong>AND</strong></em> fructose ✔</p>
<p style="text-align: left;">c. maltose to glucose ✔</p>
<p style="text-align: left;">d. lactose to glucose <em><strong>AND</strong></em> galactose ✔</p>
<p style="text-align: left;">e. proteins/peptides/polypeptides to shorter peptides/amino acids<br><em><strong>OR</strong></em><br>dipeptides to amino acids ✔</p>
<p style="text-align: left;">f. triglycerides/lipids/fats/oils to glycerol <em><strong>AND</strong></em> fatty acids ✔</p>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Draw molecular diagrams to show the condensation reaction between two amino acids to form a dipeptide.</p>
<div class="marks">[4]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline the roles of the different binding sites for tRNA on ribosomes during translation.</p>
<div class="marks">[4]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain the production of antibodies.</p>
<div class="marks">[7]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>a. each amino acid with a COO–/COOH group at one end <em><strong>AND</strong></em> a NH<sub>2</sub>/NH<sub>3</sub><sup>+</sup> at the other <br><em>Both needed</em>.<br><em>mp a requires the double bond to be shown between the C and O</em>.<br><br>b. CH in middle with H or R group attached </p>
<p>c. peptide bond correctly drawn between N and C=0 </p>
<p>d. COO–/COOH group at one end of dipeptide <strong><em>AND</em></strong> NH<sub>2</sub>/NH<sub>3</sub><sup>+</sup> at other end <br><em>Both needed</em>.</p>
<p>e. loss of water</p>
<p><img 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"></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. A, P and E binding sites are on the large subunit of the ribosome </p>
<p>b. initiation of translation starts with binding of met-tRNA to the start codon </p>
<p>c. large sub-unit binds with «start» tRNA in the P site </p>
<p>d. A binding site holds the tRNA with the next amino acid to be added </p>
<p>e. peptide bond is formed between the amino acids of the A site and the polypeptide at the P site </p>
<p>f. polypeptide is transferred to the tRNA in the A site </p>
<p>g. the tRNA «with polypeptide» in A site then moves to P site<br><em><strong>OR</strong></em><br>P binding site holds the tRNA attached to the growing polypeptide </p>
<p>h. E binding site «exit» is where the tRNA «from P site without amino acid» leaves the ribosome</p>
<p><em>Accept annotated diagrams of the sites</em>.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. each antibody corresponds to a specific antigen </p>
<p>b. antibodies are necessary for immunity/resistance to «infectious» disease </p>
<p>c. macrophage/phagocyte ingests/engulfs pathogen </p>
<p>d. macrophage/phagocyte digests pathogen </p>
<p>e. macrophage/phagocyte displays antigen from pathogen </p>
<p>f. antigens of a pathogen correspond to a specific T lymphocytes/cells<br><em><strong>OR</strong></em><br>T lymphocytes/cells are activated by antigen binding </p>
<p>g. T lymphocytes/cells activate B lymphocytes/cells </p>
<p>h. «B cells» divide by mitosis to form many/clones of plasma cells </p>
<p>i. plasma cells secrete specific antibody </p>
<p>j. some «activated» B lymphocytes/cells act as memory cells</p>
<p><em>Accept annotated diagrams of the process</em></p>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Sickle cell anemia is due to a single base substitution in DNA. Using the diagram, outline how this translates into the production of an abnormal hemoglobin molecule by completing the spaces labelled I, II and III.</p>
<p><img src="data:image/png;base64,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"></p>
<p><img src="data:image/png;base64,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"></p>
<div class="marks">[2]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>DNA codes for the amino acid sequence of polypeptides. List <strong>two</strong> other functions of DNA.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Distinguish between the purpose of free and bound ribosomes.</p>
<p> </p>
<div class="marks">[1]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>a. I: GUG<em><strong><br>AND</strong></em><br>II: CAC </p>
<p>b. III: Val/valine</p>
<p><em>Both required. Do not accept GAG to GTC</em>.</p>
<p> </p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. promotion/repression/regulation of gene expression </p>
<p>b. introns (have functions in regulation of gene expression) </p>
<p>c. telomeres (form caps at the end of chromosomes) </p>
<p>d. coding for tRNAs/rRNAs </p>
<p>e. allows genes/traits/heritable characteristics to be passed to offspring</p>
<p> </p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>free ribosomes produce proteins for use inside the cell/cytoplasm whereas bound ribosomes produce proteins for secretion/for use outside the cell/for use in lysosomes</p>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p>Angiospermophyta are vascular flowering plants.<br> </p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Describe the transport of organic compounds in vascular plants.</p>
<div class="marks">[4]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The flowers of angiospermophyta are used for sexual reproduction. Outline <strong>three</strong> processes required for successful reproduction of angiospermophyta.</p>
<div class="marks">[3]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Growth in living organisms includes replication of DNA. Explain DNA replication.</p>
<div class="marks">[8]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>a. phloem transports organic compounds/sucrose</p>
<p>b. from sources/leaves/where produced to sinks/roots/where used</p>
<p>c. through sieve tubes/columns of cells with sieve plates/perforated end walls</p>
<p>d. loading of organic compounds/sucrose into /H<sup>+</sup> ions out of phloem/sieve tubes by active transport/using ATP</p>
<p>e. high solute concentration causes water to enter by osmosis (at source)</p>
<p>f. high (hydrostatic) pressure causes flow (from source to sink)</p>
<p>g. companion cells help with loading / plasmodesmata provide a path between sieve tubes and companion cell</p>
<p>h. translocation/mass flow</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. meiosis / production of male and female gametes</p>
<p>b. pollination / transfer of pollen from anther to stigma</p>
<p>c. fertilization happens after pollination / fertilisation is joining of gametes</p>
<p>d. seed dispersal / spread of seeds to new locations</p>
<p><em>Reject fruit dispersal.</em></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. helicase unwinds the double helix</p>
<p>b. gyrase/topoisomerase relieves strains during uncoiling</p>
<p>c. helicase separates the two strands of DNA/breaks hydrogen bonds</p>
<p><em>Accept unzips here but not for mark point a.</em></p>
<p>d. each single strand acts as a template for a new strand / process is semi-conservative</p>
<p>e. DNA polymerase III can only add nucleotides to the end of an existing chain/to a primer </p>
<p>f. (DNA) primase adds RNA primer/short length of RNA nucleotides</p>
<p>g. DNA polymerase (III) adds nucleotides in a 5’ to 3’ direction</p>
<p>h. complementary base pairing / adenine to thymine and cytosine to guanine</p>
<p><em>Do not accept letters.</em></p>
<p>i. DNA polymerase (III) moves towards the replication fork on one strand and away from it on the other strand</p>
<p>j. continuous on the leading strand and discontinuous/fragments formed on the lagging strand</p>
<p>k. DNA polymerase I replaces primers/RNA with DNA</p>
<p>l. ligase joins the fragments together/seals the nicks</p>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p>Proteins are an important group of chemicals found in all living organisms.</p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Draw a molecular diagram to show the formation of a peptide bond.</p>
<div class="marks">[3]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline how proteins are digested and the products of protein digestion absorbed in humans.</p>
<div class="marks">[4]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain how polypeptides are produced by the process of translation.</p>
<div class="marks">[8]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>a. <span style="text-decoration: underline;">two</span> amino acids correctly drawn;</p>
<p>b. removal/production of H<sub>2</sub>O molecule shown;</p>
<p>c. peptide bond labelled between C of C=O and N of N-H;</p>
<p><img 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"></p>
<p><em>Accept specific examples of amino acids correctly drawn for example glycine with H instead of R.</em></p>
<p><em>mpc can be awarded if the peptide bond is shown as in the dipeptide diagram but there are errors elsewhere</em>.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. digested by peptidases/proteases;</p>
<p>b. pepsin/pepsinogen/<span style="text-decoration: underline;">endo</span>peptidase secreted by stomach (lining)/digests proteins in stomach;</p>
<p>c. pancreas secretes/pancreatic juice contains endopeptidase/trypsin/peptidase;</p>
<p>d. <span style="text-decoration: underline;">endo</span>peptidase digest proteins/polypeptides to shorter chains of amino acids/shorter peptides;</p>
<p>e. amino acids absorbed by active uptake/transport;</p>
<p>f. in small intestine/ileum;</p>
<p>g. villi increase the surface area for absorption;</p>
<p>h. absorbed into bloodstream/into capillaries;</p>
<p><em>Peptidase can be accepted instead of endopeptidase in mpc, but not in mpb or mpd</em>.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. mRNA is translated;</p>
<p>b. mRNA binds with ribosome/with small subunit of ribosome;</p>
<p>c. tRNA-activating enzymes/aminoacyl tRNA synthetases attach specific amino acid to tRNA;</p>
<p>d. <span style="text-decoration: underline;">anticodon</span> of 3 bases/nucleotides on tRNA;</p>
<p>e. start codon/AUG on mRNA;</p>
<p>f. tRNA carrying first amino acid/methionine binds to P/peptidyl site (when large subunit binds);</p>
<p>g. anticodon (on tRNA) binds to codon (on mRNA);</p>
<p>h. <span style="text-decoration: underline;">complementary</span> <span style="text-decoration: underline;">base</span> <span style="text-decoration: underline;">pairing</span> (between codon and anticodon);</p>
<p>i. tRNA for next codon binds to A site/amino acyl site;</p>
<p>j. peptide bond forms between amino acids (on tRNAs) at P and A sites;</p>
<p>k. ribosome moves along mRNA to next codon/by three bases/in 5’ to 3’ direction;</p>
<p>l. tRNA released from E/exit site;</p>
<p>m. process/cycle repeats to elongate the polypeptide/until stop codon is reached;</p>
<p>n. release of polypeptide and mRNA/disassembly of ribosome complex at <span style="text-decoration: underline;">stop codon</span>;</p>
<p><em>Marks can be awarded in an annotated diagram</em>.</p>
<p><em>Accept UAA, UAG or UGA instead of stop codon in mpm or mpn but do not accept terminator sequence</em>.</p>
<p><em>Do not award mpk for the ribosome moving to the start codon in a 5’ to 3’ direction</em>.</p>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>Mostly full marks were gained although some had the correct diagrams but failed to label the peptide bond.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Nearly all candidates had some knowledge of protein digestion and many scored 3 or 4 of the 4-mark total. The relatively low mark allocation reflects that the program does not require detailed study of protein digestion or absorption. Few students referred to endopeptidases, which are stipulated in guidance for sub-topic 6.1 and also few stated that villi in the small intestine increase the surface area for absorption.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Explanations of translation were generally good, with many of the significant events included. Fewer candidates than in the past included unnecessary information about transcription. A common omission was the presence of a three-base (or nucleotide) anticodon on tRNA and a frequent small error was the idea that during initiation the first tRNA binds to the A site and then moves to the P site, rather than binding to the P site immediately.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Nucleosomes help to regulate transcription in eukaryotes.</p>
<p>State the components of a nucleosome.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Nucleosomes help to regulate transcription in eukaryotes.</p>
<p>State a chemical modification of a nucleosome that could impact gene expression.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.ii.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>DNA and histone</p>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>methylation/acetylation/phosphorylation/epigenetic tags/modification of nucleosome tails/N-terminal tails</p>
<div class="question_part_label">a.ii.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.ii.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline the roles of helicase and ligase in DNA replication.</p>
<div class="marks">[4]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain how natural selection can lead to speciation.</p>
<div class="marks">[7]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline the features of ecosystems that make them sustainable.</p>
<div class="marks">[4]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p><em>helicase</em>:</p>
<p>a. unwinds/uncoils the DNA «double helix» ✔</p>
<p>b. breaks hydrogen bonds «between bases» ✔</p>
<p>c. separates the «two» strands/unzips the DNA/creates replication fork ✔</p>
<p><em>ligase</em>:</p>
<p>d. seals nicks/forms a continuous «sugar-phosphate» backbone/strand ✔</p>
<p>e. makes sugar-phosphate bonds/covalent bonds between adjacent nucleotides ✔</p>
<p>f. after «RNA» primers are removed/where an «RNA» primer was replaced by DNA ✔</p>
<p>g. «helps to» join Okazaki fragments ✔</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. variation is required for natural selection/evolution/variation in <span style="text-decoration: underline;">species</span>/<span style="text-decoration: underline;">populations</span> ✔</p>
<p>b. mutation/meiosis/sexual reproduction is a source of variation ✔</p>
<p>c. competition/more offspring than the environment can support ✔</p>
<p>d. <span style="text-decoration: underline;">adaptations</span> make individuals suited to their environment/way of life ✔</p>
<p>e. survival of better adapted «individuals)/survival of fittest/converse ✔</p>
<p>f. inheritance of traits/passing on genes of better adapted «individuals»<br><em><strong>OR</strong></em><br>reproduction/more reproduction of better adapted/fittest «individuals» ✔</p>
<p>g. speciation is formation of a new species/splitting of a species/one population becoming a separate species ✔</p>
<p>h. reproductive isolation of separated populations ✔</p>
<p>i. geographic isolation «of populations can lead to speciation» ✔</p>
<p>j. temporal/behavioral isolation «of populations can lead to speciation» ✔</p>
<p>k. disruptive selection/differences in selection «between populations can lead to speciation» ✔</p>
<p>l. gradual divergence of populations due to natural selection/due to differences in environment ✔</p>
<p>m. changes in the <span style="text-decoration: underline;">gene pools</span> «of separated populations»/separation of <span style="text-decoration: underline;">gene pools</span> ✔</p>
<p>n. interbreeding becomes impossible/no fertile offspring «so speciation has happened» ✔</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. recycling of nutrients/elements/components/materials ✔</p>
<p>b. carbon/nitrogen/another example of recycled nutrient/element ✔</p>
<p>c. decomposers/saprotrophs break down organic matter/release «inorganic» nutrients ✔</p>
<p>d. energy supplied by the sun<br><em><strong>OR</strong></em><br>energy cannot be recycled «so ongoing supply is needed»<br><em><strong>OR</strong></em><br>energy is lost from ecosystems as heat ✔</p>
<p>e. <span style="text-decoration: underline;">energy</span> flow along food chains/through food web/through trophic levels ✔</p>
<p>f. photosynthesis/autotrophs make foods/trap energy<br><em><strong>OR</strong></em><br>autotrophs supply the food that supports primary consumers ✔</p>
<p>g. <span style="text-decoration: underline;">oxygen</span> «for aerobic respiration» released by autotrophs/photosynthesis/plants ✔</p>
<p>h. <span style="text-decoration: underline;">carbon dioxide</span> «for photosynthesis» released by respiration ✔</p>
<p>i. populations limited by food supply/predator-prey/interactions/competition<br><em><strong>OR</strong></em><br>populations regulated by negative feedback<br><em><strong>OR</strong></em><br>fewer/less of each successive trophic level «along the food chain»/<em>OWTTE</em> ✔</p>
<p>j. supplies of water from rainfall/precipitation/rivers/water cycle ✔</p>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>This was generally well answered, with most candidates knowing at least something of the roles of these two enzymes. Most candidates knew that ligase connects Okazaki fragments but some claimed that it creates hydrogen bonds between nucleotides on template and the new strand. Many candidates did not distinguish between unwinding of DNA and separating the strands. Two details that should be more widely known are that helicase separates the two strands of a DNA molecule by encouraging the breakage of hydrogen bonds between bases and that ligase seals nicks by making sugar phosphate bonds.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Most candidates think they understand evolution by natural selection but many do not. Here the focus was on speciation - the splitting of a species into two or more species. Often answers described the evolution of one species over time, rather than speciation itself. An idea central to natural selection that was frequently missing from an answer is adaptation or fitness. Often traits were referred to as ‘favourable’ and therefore likely to lead to survival and reproduction but there is a circularity of argument there. Survival depends on traits fitting the environment, hence being an adaptation to it. The mostly common ideas seen in answers were differential survival and reproduction, due to differences in traits. A common fault was to confuse individuals and species and to refer to a whole species surviving and reproducing more successfully than another species.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>There were some vague answers to this question but also some impressive ones that explained ecological processes including nutrient recycling, energy flow and regulation of population sizes.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p style="text-align: left;">State <strong>one</strong> similarity and <strong>one</strong> difference between the structure of genes and short tandem repeats.</p>
<p style="text-align: left;"><img src="data:image/png;base64,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"></p>
<div class="marks">[2]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p style="text-align: left;">Outline the role of short tandem repeats in DNA profiling.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p style="text-align: left;"><em>similarity</em>:</p>
<p style="text-align: left;">both made of DNA/nucleotides<br><em><strong>OR</strong></em><br>both have bases/adenine/cytosine/guanine/thymine<br><em><strong>OR</strong></em><br>neither has uracil ✔</p>
<p style="text-align: left;"> </p>
<p style="text-align: left;"><em>difference</em>: </p>
<p style="text-align: left;">genes are longer/have longer DNA/base sequences «without repeats»<br><em><strong>OR</strong></em><br>genes have introns/exons but tandem repeats do not<br><em><strong>OR</strong></em><br>genes have base sequences that code for polypeptides/proteins and tandem repeats do not ✔</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p style="text-align: left;">a. tandem repeats allow individuals to be distinguished/compared/identified<br><em><strong>OR</strong></em><br>tandem repeats are used to identify the source of a DNA sample ✔<br><br>b. unique/different number of repeats/combination of tandem repeats in each individual<br><em><strong>OR</strong></em><br>unique/different pattern of bands in each individual ✔</p>
<p style="text-align: left;">c. PCR used for copying/amplifying «tandem repeats» ✔</p>
<p style="text-align: left;">d. gel electrophoresis used for separation «of tandem repeats»/create pattern of bands ✔</p>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Draw the structure of a section of DNA showing all possible bases.</p>
<div class="marks">[4]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline the structural and genetic characteristics of eukaryotic chromosomes.</p>
<div class="marks">[4]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain how a polypeptide chain is synthesized in a eukaryotic cell.</p>
<div class="marks">[7]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>a. sugar, phosphate and base linked correctly to form at least one nucleotide ✔ <em>For mpa, ignore labelling of the subunits of the nucleotide. Carbon atoms in deoxyribose do not have to be numbered but the phosphate should be linked to C5 and the base to C1. Shapes other than circles and rectangles could be used for the phosphate and base</em>.</p>
<p>b. <span style="text-decoration: underline;">deoxyribose</span>, <span style="text-decoration: underline;">phosphate</span> and base/named base labelled at least once ✔</p>
<p>c. <span style="text-decoration: underline;">adenine</span> paired with <span style="text-decoration: underline;">thymine</span> and <span style="text-decoration: underline;">cytosine</span> paired with <span style="text-decoration: underline;">guanine</span> ✔ <em>For mpc, full names of all four bases are required, but not relative sizes of the purine and pyrimidine bases</em>.</p>
<p>d. two antiparallel chains of nucleotides linked by <span style="text-decoration: underline;">hydrogen bonds</span> with all sugar-phosphate bonds in correct position ✔ <em>For mpd, a bond should connect the C3 of deoxyribose on one nucleotide to the phosphate on the adjacent nucleotide. Two nucleotides in each strand is sufficient</em>.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. linear/not circular DNA molecule<br><em><strong>OR</strong></em><br>one chromosome is one molecule of DNA/one chromosome is two DNA molecules «after replication» ✔</p>
<p>b. associated with histone proteins/nucleosomes ✔</p>
<p>c. centromere joins sister chromatids «after DNA replication» ✔</p>
<p>d. telomeres at the end «of the chromosome/chromatid» ✔</p>
<p>e. carries a sequence of genes / each gene occupies a specific locus ✔<em> Do not accept ‘sequence of bases’ for mpe</em>.</p>
<p>f. alternative alleles of genes / homologous chromosomes carry same sequence of genes ✔</p>
<p>g. chromosomes in pairs / two «homologous chromosomes» of each type «in a diploid cell» ✔</p>
<p>h. non-coding sequences/example of a non-coding sequence ✔ <em>Do not allow mph if the response states that chromosomes are always condensed</em>.</p>
<p>i. supercoiled/condensed «during mitosis/meiosis» ✔</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. <span style="text-decoration: underline;">translation</span> occurs on ribosomes ✔</p>
<p>b. tRNA-activating enzymes attach amino acids to tRNAs ✔</p>
<p>c. small and large <span style="text-decoration: underline;">ribosome</span> units assemble on mRNA<br><em><strong>OR</strong></em><br>translation/polypeptide synthesis starts at a start codon ✔</p>
<p>d. each tRNA arriving at the ribosome binds to the A site ✔</p>
<p>e. anticodon «on tRNA» binds to codon «on mRNA» ✔</p>
<p>f. according to complementary base pairing/A with U and G with C ✔</p>
<p>g. ribosome moves along the mRNA / mRNA moves over ribosome ✔</p>
<p>h. t-RNA shifts from the A site to P site/from the P to the E site ✔</p>
<p>i. peptide bond between amino acids «on tRNAs at A and P sites» ✔</p>
<p>j. tRNA released from ribosome at E site ✔</p>
<p>k. cycle repeats with other tRNAs / polypeptide grows as tRNAs bring more amino acids ✔</p>
<p>l. until stop codon on mRNA is reached ✔</p>
<p>m. components are disassembled / polypeptide leaves the ribosome ✔</p>
<p><em>Accept these points in an annotated diagram.</em><br><em>Do not award any marks for events in transcription.</em></p>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The diagram shows alpha amylase.</p>
<p><img src="data:image/png;base64,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"></p>
<p>Explain the secondary structure of this protein molecule.</p>
<div class="marks">[3]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Amylase is used in human digestion.</p>
<p>State <strong>two</strong> sites of production of amylase.</p>
<div class="marks">[1]</div>
<div class="question_part_label">b.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Amylase is used in human digestion.</p>
<p>State the function of amylase.</p>
<div class="marks">[1]</div>
<div class="question_part_label">b.ii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain how enzymes catalyse chemical reactions.</p>
<div class="marks">[3]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>a. secondary structure includes alpha helices/beta pleated sheets </p>
<p>b. secondary structure «of this protein» consists «mainly» of alpha helices </p>
<p>c. spiral coils «of polypeptide chain» held together by hydrogen bonds </p>
<p>d. between oxygen «C=O» and hydrogen atoms «N−H» of amino acids«on backbone» </p>
<p>e. «some» beta pleated sheets present in this protein</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>salivary glands <em><strong>AND</strong></em> pancreas</p>
<p><em>Both needed</em>.</p>
<div class="question_part_label">b.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>breaks down starch «by hydrolysis» into maltose/disaccharides</p>
<div class="question_part_label">b.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. enzymes work by forming enzyme–substrate complexes <br><br>b. binding of substrate«s» to active site «of enzyme» </p>
<p>c. «enzyme» changes shape slightly<br><em><strong>OR</strong></em><br>puts strains on chemical bonds «of substrate» </p>
<p>d. decreases activation energy / increases rate of reaction </p>
<p>e. enzymes bind to specific substrates</p>
<p><em>Can show these points in an annotated diagram</em>.</p>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Nitrogen is part of many important substances in living organisms.</p>
<p>Draw labelled diagrams to show a condensation reaction between two amino acids.</p>
<div class="marks">[3]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Nitrogen is part of many important substances in living organisms.</p>
<p>Distinguish between transcription and translation.</p>
<div class="marks">[4]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Nitrogen is part of many important substances in living organisms.</p>
<p>Explain how insects excrete nitrogenous wastes.</p>
<div class="marks">[8]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>a. at least one of the amino acid structures completely correct</p>
<p>b. peptide bond shown with N–C and C=O and N–H correct</p>
<p>c. release of water clearly shown</p>
<p><img src="data:image/png;base64,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" width="254" height="177"></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. DNA is transcribed <em><strong>AND</strong></em> mRNA is translated</p>
<p><em>Disallow the first mark, if a candidate gets transcription and translation the wrong way round, but allow marks</em><br><em>after that up to <strong>[3 max]</strong></em></p>
<p>b. transcription produces RNA <em><strong>AND</strong></em> translation produces polypeptide/protein</p>
<p>c. RNA polymerase used in only in transcription and ribosomes only in translation</p>
<p>d. transcription in the nucleus «of eukaryotes» and translation in the cytoplasm</p>
<p>e. tRNA needed for translation but not transcription</p>
<p>f. nucleotides linked in transcription and amino acids in translation</p>
<p><em><strong> OR</strong></em></p>
<p> sugar-phosphate/phosphodiester bonds in transcription and peptide bonds in translation</p>
<p><em><strong>[Max 4 Marks]</strong></em></p>
<p> </p>
<p><em> </em></p>
<p> </p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. excreted as uric acid</p>
<p>b. excretion by Malpighian tubules</p>
<p>c. nitrogenous waste/ammonia «accumulates» in hemolymph</p>
<p>d. nitrogenous waste/ammonia absorbed by Malpighian tubules</p>
<p>e. ammonia converted to uric acid</p>
<p>f. conversion to uric acid requires energy/ATP</p>
<p>g. high solute concentration in Malpighian tubules</p>
<p><em><strong> OR</strong></em></p>
<p> active transport of ions/Na+/K+ into Malpighian tubules</p>
<p>h. water absorbed by osmosis flushes uric acid/nitrogenous waste to «hind» gut</p>
<p>i. water/ions reabsorbed from the feces and returned to hemolymph</p>
<p>j. uric acid precipitates/becomes solid/forms a paste so can pass out with little water</p>
<p>k. uric acid excreted/egested with the feces</p>
<p>l. water conservation/osmoregulation</p>
<p><em><strong> OR</strong></em></p>
<p> reduces mass of water «in body»</p>
<p>m. uric acid is non-toxic</p>
<p><em><strong>[Max 8 Marks]</strong></em></p>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The figure shows a tripeptide.</p>
<p><img src="data:image/png;base64,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"></p>
<p>Label <strong>one</strong> peptide bond in this molecule.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Describe the secondary structure of proteins.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline the action taken by the diaphragm during inhalation.</p>
<div class="marks">[1]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>circle/bracket around peptide bond / arrow pointing to peptide bond / peptide bond labelled;</p>
<p><img 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"></p>
<p><em>Allow either peptide bond</em></p>
<p><em>Allow if adjacent C=O and NH groups are included in the circle/bracket, but do not allow if other parts of the molecule are included</em>.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. polypeptide wound into a helical structure / alpha/α helix<br><strong>OR</strong><br>polypeptide folded back on itself forming a pleated sheet / beta/β pleated sheet;<br>b. stabilized/held in shape by/due to hydrogen bonds (between C=O and N-H groups);<br>c. secondary structures are regular/unvarying (within polypeptides/proteins);</p>
<p><em>Allow annotated diagrams</em></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>contracts/flattens/becomes less domed/increases volume of thorax;</p>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>80 % of candidates indicated one of the two peptide bonds in the diagram correctly.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>There were some good answers here describing secondary structures and the role of hydrogen bonding.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>80 % of candidates knew that the diaphragm contracts than relaxes during inhalation, or stated that it flattens rather than moves upwards.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State <strong>one</strong> role of nucleosomes in eukaryotic cells.</p>
<div class="marks">[1]</div>
<div class="question_part_label">b.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline how Hershey and Chase’s experiment provided evidence for DNA as the genetic material.</p>
<div class="marks">[3]</div>
<div class="question_part_label">b.ii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State <strong>one</strong> function for a region of DNA that does <strong>not</strong> code for proteins.</p>
<div class="marks">[1]</div>
<div class="question_part_label">b.iii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline the role of the A-site of ribosomes in translation.</p>
<div class="marks">[1]</div>
<div class="question_part_label">c.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline the role of tRNA activating enzymes in translation.</p>
<div class="marks">[2]</div>
<div class="question_part_label">c.ii.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>a. help to supercoil/pack DNA in chromosomes <br><br>b. help to regulate transcription / gene expression</p>
<div class="question_part_label">b.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. experiment is meant to determine whether DNA or protein is the genetic material <br><br>b. viruses/bacteriophages grown in radioactive S/S<sup>35</sup> which enters the protein coat </p>
<p>c. viruses/bacteriophages grown in radioactive P/P<sup>32</sup> which enters the DNA </p>
<p>d. «radioactive» viral DNA entered the bacterial cell during infection<br><em><strong>OR</strong></em><br>«radioactive» viral protein did not enter the bacterial cell during infection</p>
<div class="question_part_label">b.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>regulator of gene expression/introns/telomeres/genes for tRNA / rRNA / promoter / enhancer / silencer / site for primer to bind / codes for mRNA primer</p>
<div class="question_part_label">b.iii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>binding/entry of tRNA carrying amino acids/aminoacyl tRNA / charged tRNA / site of transfer of growing polypeptide chains/peptide bond formation</p>
<p><em>Marks can be awarded to an annotated diagram</em>.</p>
<div class="question_part_label">c.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. ATP «hydrolysis» provides energy for amino acid attachment ✔<br><br>b. they attach a specific amino acid to the (3') end / free CCA of a tRNA ✔</p>
<p>c. they do this repeatedly / they attach amino acid to all of the tRNA molecules that have anticodon corresponding to that amino acid</p>
<div class="question_part_label">c.ii.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.iii.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">c.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">c.ii.</div>
</div>
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