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<h2>HL Paper 3</h2><div class="specification">
<p><span class="fontstyle0">There has been significant growth in the use of carbon nanotubes, CNT.</span></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p><span class="fontstyle0">Explain these properties of carbon nanotubes.</span></p>
<p><span class="fontstyle0"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAvoAAAD8CAYAAAAG2QDhAAAgAElEQVR4Ae3diXtdVb0/4PunNDQ5mWgplFKkjBXvpYBQpMgDyFxALsgk94pMilhFGS6KbZVZuIAgMhS5WET0IjNS9SetUKoMohZoS1tLpwyf35OkSdMmPQ3XuMxJ3zxPnqR7n72/a79rHZ7PWVl78y/xRYAAAQIECBAgQIDAqBP4l1F3RS6IAAECBAgQIECAAIEI+gYBAQIECBAgQIAAgVEoIOiPwk51SQQIECBAgAABAgT6gv5358xN/Zg63wyMAWPAGDAGjAFjwBgwBoyBGhgDCxcurPpppi/oX3nFFbnlppvT0dHhm4ExYAwYA8aAMWAMGAPGgDEwgsfAKSedlCd/9rOhB/1bb7ml6ovtJECAAAECBAgQIEDgny9w6kknC/r//G7QAgIECBAgQIAAAQLDKyDoD6+nsxEgQIAAAQIECBAYEQKC/ojoBo0gQIAAAQIECBAgMLwCgv7wejobAQIECBAgQIAAgREhIOiPiG7QCAIECBAgQIAAAQLDKyDoD6+nsxEgQIAAAQIECBAYEQKC/ojoBo0gQIAAAQIECBAgMLwCgv7wejobAQIECBAgQIAAgREhIOiPiG7QCAIECBAgQIAAAQLDKyDoD6+nsxEgQIAAAQIECBAYEQKC/ojoBo0gQIAAAQIECBAgMLwCgv7wejobAQIECBAgQIAAgREhIOiPiG7QCAIECBAgQIAAAQLDKyDoD6+nsxEgQIAAAQIECBAYEQKC/ojoBo0gQIAAAQIECBAgMLwCgv7wejobAQIECBAgQIAAgREhIOiPiG7QCAIECBAgQIAAAQLDKzB6g37ne7nn+MbUj6nbxvfYTJ31cjYOr+e2z9b2dL7QWJdj73o3nWnLMxc2pf7ou/Nu57YP+eh7OrNq4f35+g0/y6r/83mH4xwfveXVjxjYpraXvpyPVWbkznc6qh9qLwECBAgQIEBgBxUY9UG/+cib8tZIyIJFgv6aPHxaY1pOvDfL/89BfzjOMdzvpoFtEvSH29j5CBAgQIAAgdEmIOiX6lFB/++QFvT/DjyHEiBAgAABAjuogKCflfn55/dMZcLZ+ckHvaNgTZ67dEoqk87PEyt6psbb338ht190TA7cpTEN9eOz3xHnZe4z76at95CO9/LCTRfm6P12TWulJZMPPDFXPvBq1vTu317Q3+7xL+Yruzfl3DufzOyzD82Ulkpadpmak7/2WN7akKRzee47sd9SpfojctMb7b3V+/3szKrf3pmLjt4/EysNaRm3Vw475Yo88Ps12zxH23OXZffmmbn62zMzdefG7LrfxXlyVZK/t829rVrzah78yok5aPfWtDTvkUNO+0ZuuvjgtE77Vl5tG/y6umf0Gw7Jl265NmcfsmfGV5qy+9TjM+uRN7K+97zti/Jf+9el6bRHe7f4SYAAAQIECBDYYQQE/e6M/HjOn1TJQdct6l6z37Z4dg6rTMo5jy1Ld8xf+6tcNbUhk0+5NQveW5+29cuz6N6zs3fDIfnukq51QWvy8jcOzrhxh+fKH7+aZWs+yOJ5l+SQ5kk5/YfvpHvlUNWgP5Tju4J+XRqapuWShxdl+br1WbZgdo7duZLpN77RUyMDZ74HjOSV83Purrvl1NsXZeWGjrSteSc/v/wTadn3G/l/3Z9aBp6jO+iPqcvup96VJav/lrcX/iGrh3TNQ2hz53v5n3P2TMuUM3PHr/6ale//PvMunZbxY+rS1BX0uz+rDNKmrjX6Xa854MI8+PsVWb9hZV65+fjs1nBovveHkbBWa4C8DQQIECBAgACBogKjPuhv82bcLWa8O7Ps0bMyedwJuXfJa7njuPHZ44xH8v6mde4rHjglLZVT8uA2Fr53LL0nJ7c0ZsbcP2TzHPr6vHjFfmne58q81DXjXiXoD+34ntC86wVPZm3fEFmXn57dlOYT7t+0Jn9gIO576aZf2n/3zRxQOSRzl2xu6ZavGXiOnqC/ay57tutCer6Gq83tr8/O9MqkXDi/608Em742Lsq3ptVvP+jXjc8FT/T9zSRZ//NcuHNjTn1gRe+Z/CRAgAABAgQI7LACoz7oD/lm3M738sjpu6VSt1Pqd5mZB5f2zgq35bkvjk/D4Tdv86bedfPPy4T6T+Ta3/Ut5OkeUOvmn5sJDYf3hOoqQX9ox3cF/YZ+s/ddJdrywuW7pXnGnflLd3MHhvQBI/vD5/PlvcemZa9jc/nch/P8khXZHN+7Xj3wHN1Bv356bu13V/PwtLkzy+45IS2VU/Ojlf3vHt6YF6/YOy3bm9FvOCw3vtHbT10cL2fW5MYcdfs7Ay7bBgIECBAgQIDAjiYg6Pfr8dXzz8muY+oy/rR52TwnvC7zz2xIw2fuy7L+WbTvuM4s/8GJadnWYzx32jezXtpYZUZ/qMd3Bf1Kd4jdHG3b8uKXJqb5yO8PPegn2fjei7n7ys/mU3s2dz96dPw+n8lXHlqSdd3XtI2g3/Dp3PXXXoDhanN7/jDn8DS3npvH+xbWdzWiPa9eP61njX61pTtbP15zU9Cfceuf+nrHLwQIECBAgACBHVVA0O/t+Q9fyqwDGtK6y4S07rR3Lnt69aY9bXnuouoz+msfPSvjG47KrW9vjuC9p+37WWVGf2jHD1/Q72tTNmblkmdzz39MS+tOB+SaV7r+IjGUoJ8MT5s7s+zu47uXRd3/Qe+HiK7WbcxLV+yz/Rl9QX9zV/qNAAECBAgQILCVgKDfDbIuv/76x9PUckzuXPJabjuyOZV9v5Tn/9a1szPLf3RyWhpnZl7fU3m2VOz40+05tnHnnPqDpT0373bvbs+SOdPTMu6MPNS1tr9K0B/a8UMJ+mvz489+9Ofod75/X05saMo587tW/w88R/fSnS1m9JPhanP74u/k8Mqk/OcT3dg9sO2vZ+4nG/qt0R+kTYP9D7PM6G85MP2LAAECBAgQ2KEFBP0k6357daY1tOSY297oflzmxiXfy4zGsTnwq7/qufF17YJ888BKpnz2nixcsSHtG1blzV9clemVybnk6a7HUq7MLy+bmpaJR+fa+YuzfE3X/mtyzC7N+eTVC3rOUSXoD+34oQT9DXnqCxPTfPB1eWX5+1n2Yf9Z8p5xvvbZS7N302G56hdvZ/XGjnSsW5rnr/1Uxu9yeh7pvvt44DkGC/rD1ubO9/OT8z6W1v3Oyd0Llmb18iWZP+uI7FZXl6aDb8ji7qU7g7RJ0N+h/8Pl4gkQIECAAIHtC4z6oL/Np+50PZrx0O/k9Q9fyfXTGrPzkbfkj3330m7M4jnT01r/r7n6Nz0r17ueo3/zeUdk75axqd+pNXsfdmaun//m5me2t/0lT80+L0ftMyEt9Y2ZsNf0nPudX2Zp78NtqgX9rn7a7vFDCfrJmgVzc9KUljQ27JOvPr9xkBHwYRY/eGVmTvtYJlTGpql5Uqad8KXct3B1318jtj7HoEF/GNucD1/Njy49Nh+f0JSWlsk5/Owbcu1pu6Wl3//VeECbhhL0PUd/kP63iQABAgQIENhRBEZv0N9RenBUXueqPHxaS3Y77/F+jxIdlRfqoggQIECAAAEC/zABQf8fRuvEQxHoeOvmfLqyc4665pn8eU17OtYvy+8fvjgH73xArnim37r9oZzMawgQIECAAAECBPoEBP0+Cr/8cwTW5vV5s3L6oVOyW2VsGhrGZ9/Dz8q3nvjTVs/3/+e0TlUCBAgQIECAQK0KCPq12nPaTYAAAQIECBAgQKCKgKBfBccuAgQIECBAgAABArUqIOjXas9pNwECBAgQIECAAIEqAoJ+FRy7CBAgQIAAAQIECNSqgKBfqz2n3QQIECBAgAABAgSqCAj6VXDsIkCAAAECBAgQIFCrAoJ+rfacdhMgQIAAAQIECBCoIiDoV8GxiwABAgQIECBAgECtCgj6tdpz2k2AAAECBAgQIECgioCgXwXHLgIECBAgQIAAAQK1KiDo12rPaTcBAgQIECBAgACBKgKCfhUcuwgQIECAAAECBAjUqoCgX6s9p90ECBAgQIAAAQIEqggI+lVw7CJAgAABAgQIECBQqwKCfq32nHYTIECAAAECBAgQqCIg6FfBsYsAAQIECBAgQIBArQoI+rXac9pNgAABAgQIECBAoIqAoF8Fxy4CBAgQIECAAAECtSog6Ndqz2k3AQIECBAgQIAAgSoCgn4VHLsIECBAgAABAgQI1KqAoF+rPafdBAgQIECAAAECBKoICPpVcOwiQIAAAQIECBAgUKsCgn6t9px2EyBAgAABAgQIEKgiIOhXwbGLAAECBAgQIECAQK0KCPq12nPaTYAAAQIECBAgQKCKgKBfBccuAgQIECBAgAABArUqsIME/fYsuvaA1NfPzLxV2+oqr+FjbAwU8L7wvhg4Knq2GBvGhrExUMD7Ysd8XwwcCSNlyw4S9EcKt3YQIECAAAECBAgQKCMg6JdxVoUAAQIECBAgQIBAUQFBvyi3YgQIECBAgAABAgTKCAj6ZZxVIUCAAAECBAgQIFBUQNAvyq0YAQIECBAgQIAAgTICgn4ZZ1UIECBAgAABAgQIFBUQ9ItyK0aAAAECBAgQIECgjICgX8ZZFQIECBAgQIAAAQJFBQT9otyKESBAgAABAgQIECgjIOiXcVaFAAECBAgQIECAQFEBQb8ot2IECBAgQIAAAQIEyggI+mWcVSFAgAABAgQIECBQVEDQL8qtGAECBAgQIECAAIEyAoJ+GWdVCBAgQIAAAQIECBQVEPSLcitGgAABAgQIECBAoIyAoF/GWRUCBAgQIECAAAECRQUE/aLcihEgQIAAAQIECBAoIyDol3FWhQABAgQIECBAgEBRAUG/KLdiBAgQIECAAAECBMoICPplnFUhQIAAAQIECBAgUFRA0C/KrRgBAgQIECBAgACBMgKCfhlnVQgQIECAAAECBAgUFRD0i3IrRoAAAQIECBAgQKCMgKBfxlkVAgQIECBAgAABAkUFBP2i3IoRIECAAAECBAgQKCMg6JdxVoUAAQIECBAgQIBAUQFBvyi3YgQIECBAgAABAgTKCAj6ZZxVIUCAAAECBAgQIFBUQNAvyq0YAQIECBAgQIAAgTICO0jQb8+iaw9Iff3MzFu1LViv4WNsDBTwvvC+GDgqerYYG8aGsTFQwPtix3xfDBwJI2XLDhL0Rwq3dhAgQIAAAQIECBAoIyDol3FWhQABAgQIECBAgEBRAUG/KLdiBAgQIECAAAECBMoICPplnFUhQIAAAQIECBAgUFRA0C/KrRgBAgQIECBAgACBMgKCfhlnVQgQIECAAAECBAgUFRD0i3IrRoAAAQIECBAgQKCMgKBfxlkVAgQIECBAgAABAkUFBP2i3IoRIECAAAECBAgQKCMg6JdxVoUAAQIECBAgQIBAUQFBvyi3YgQIECBAgAABAgTKCAj6ZZxVIUCAAAECBAgQIFBUQNAvyq0YAQIECBAgQIAAgTICgn4ZZ1UIECBAgAABAgQIFBUQ9ItyK0aAAAECBAgQIECgjICgX8ZZFQIECBAgQIAAAQJFBQT9otyKESBAgAABAgQIECgjIOiXcVaFAAECBAgQIECAQFEBQb8ot2IECBAgQIAAAQIEyggI+mWcVSFAgAABAgQIECBQVEDQL8qtGAECBAgQIECAAIEyAoJ+GWdVCBAgQIAAAQIECBQVEPSLcitGgAABAgQIECBAoIyAoF/GWRUCBAgQIECAAAECRQUE/aLcihEgQIAAAQIECBAoIyDol3FWhQABAgQIECBAgEBRAUG/KLdiBAgQIECAAAECBMoICPplnFUhQIAAAQIECBAgUFRA0C/KrRgBAgQIECBAgACBMgKCfhlnVQgQIECAAAECBAgUFRD0i3IrRoAAAQIECBAgQKCMgKBfxlkVAgQIECBAgAABAkUFBP2i3IoRIECAAAECBAgQKCMg6JdxVoUAAQIECBAgQIBAUQFBvyi3YgQIECBAgAABAgTKCAj6ZZxVIUCAAAECBAgQIFBUQNAvyq0YAQIECBAgQIAAgTICgn4ZZ1UIECBAgAABAgQIFBUQ9ItyK0aAAAECBAgQIECgjICgX8ZZFQIECBAgQIAAAQJFBQT9otyKESBAgAABAgQIECgjIOiXcVaFAAECBAgQIECAQFEBQb8ot2IECBAgQIAAAQIEyggI+mWcVSFAgAABAgQIECBQVEDQL8qtGAECBAgQIECAAIEyAoJ+GWdVCBAgQIAAAQIECBQVEPSLcitGgAABAgQIECBAoIyAoF/GWRUCBAgQIECAAAECRQVGb9DvfC/3HN+Y+jF12/gem6mzXs7GUtxtT+cLjXU59q5305m2PHNhU+qPvjvvdg5nAzqzauH9+foNP8uqYT3vcLVxfX5ydktajrkjf+0YrnMmnasW5kezbsiTmy667YXLM3HM9Nz+p6EUacuLl01I/eG35Z3ul490w+FzcyYCBAgQIEBgdAuM+qDffORNeWsoee8f3c9Fgv6aPHxaY1pOvDfLd6Cgv+ah09NSOSn3DctFj3TDf/RAdX4CBAgQIEBgtAgI+qV6UtBP8o+Z0Rf0Sw1idQgQIECAAIFaEhD0szI///yeqUw4Oz/5oLfr1uS5S6ekMun8PLGiZ2q8/f0XcvtFx+TAXRrTUD8++x1xXuY+827aeg/peC8v3HRhjt5v17RWWjL5wBNz5QOvZk3v/u0F/e0e/2K+sntTzr3zycw++9BMaamkZZepOflrj+WtDUk6l+e+E/stVao/Ije90d5bfcuf7e/nxVsvynEHTEhLXUMmTPlULpjzTN7tvZi2pXl27vmZMaU1lTGNmXTgiZn10OJ82HuWtu20ZdPrOv+2KA9ccUL+bWJLWneekhkXfC9XHd+0eelO2zP5YsvYHHd313Km3q+2PHVBYyrH/3DzXyW22d7OLL/3pLT0Lc9qyIzvvZH+S3fWP3dp9tzpoMx+vf+fdTrylzuOStOuF+WZdf2W7rQPYrj4hczatyF7/seTm6+/i3vZ/TmtdXzOfGhF0r4o/7V/XZpOe7T3IvwkQIAAAQIECPzTBQT97oz8eM6fVMlB1y3qXrPftnh2DqtMyjmPLesJoGt/laumNmTyKbdmwXvr07Z+eRbde3b2bjgk313SFSDX5OVvHJxx4w7PlT9+NcvWfJDF8y7JIc2TcvoP30l3xKwa9IdyfFe4rktD07Rc8vCiLF+3PssWzM6xO1cy/cY3empkKMtO1ublr01N0+6n5rYF72V92/osX3hvztmzksPmLElHVuXpi/dJwx5n5L9/+37Wb/xb3vzZ13JEU2uO/f4bPR9suoP+dtrS8W4eOWuPtOxzdu5a8G5WvbcoD118UMaNqUtz7xr9IQX97bU32XpGv3/Qz4YXcsUeY3Pwd7qubdNXx59z55EN2fOS57I+/YJ+9wu2NtyY33x9apomXpAn/tZ7gs6seOC0TBj/73lk5eaPKL17/SRAgAABAgQIjASBUR/0t3kz7hYz3p1Z9uhZmTzuhNy75LXccdz47HHGI3l/U4Zb8cApaamckge3sQa8Y+k9ObmlMTPm/iGb59DX58Ur9kvzPlfmpa4Z9ypBf2jH9wT9XS94Mmv7Rs66/PTspjSfcP+m2e+tQ2rfCzf/suKBzKw0ZuYDy/vNom/e3fHWLTmibnwueHz15o1pzxtzDkn9uAvy865p/U1Bv1pb2l+fnemVifn8/FWbz7P+5Vw1tf6jBf3ttLfr5FWDfjZmwZV7pXLQ7HR/JkvS8efv59P1k3PFC90ds9XNuAMN2353TQ6q3zXnP7bJpPODzDtjfCae/egIvel5M7nfCBAgQIAAgR1XYNQH/SHfjNv5Xh45fbdU6nZK/S4z8+DS3vnftjz3xfFpOPzmbd7Uu27+eZlQ/4lc+7vetS89A2rd/HMzoeHwzF3SXjXoD+34rqDf0G/2vqtGW164fLc0z7gzfxl0NnrgwG579ouZUDc9t2zjDuXV82amUndyHlq55bHtC6/OAWOm5Bu/7bqW7bWlMx/88NS0VI7PPe/1n/Fen19cuNtHWrqzvfZ2tbJ60E/afntV9q8/OHO7k35H/nz7kWn+2JVZ0P3Ipe3N6Cdp/32+Pa3SF+w7V/04nxu/2+bgvyWVfxEgQIAAAQIERoSAoN+vG1bPPye7jqnL+NPmZUXf9nWZf2ZDGj5zX5b1z6x9+zuz/Acn9lsnvtXjPHfaN7Ne2lgl6A/1+K5wXclRt29aCtRdvy0vfmlimo/8/pCD/rqf/Hua6o7PDwe9mM785c6jUl9/fn6+1XNHO968KdPHtObip9s2Bf1qbenI27cclebKZ/PjzX9+SLpm12ftn9aPsHSnent7OmF7QT9tC3Pd/g355Jw/pKPjndzxqUr2+/pvNt1fMYSgn/a8PvuwNI87M/M+6Mjq//lcdp94fn7at5SnbzD4hQABAgQIECAwYgQE/d6u+PClzDqgIa27TEjrTnvnsqd7l6605bmLqs/or330rIxvOCq3vt37V4Dek/b7WWXpztCOH56g3/bsRf+3Gf3ffSP7bzGjXy3od2bl/TPTWjkudy3t/+loQ56+eI9+M/rP5uJxY3Psf/+13zKidfnpWQ1p2HQz7vba2yW83aCf9rz6Xx9P8yE3Zskbt2dGw/655pXev74MJegn7X+8MTMq4/O5ee/ksXMmZvLnn9h8o3W/bvYrAQIECBAgQGCkCAj63T2xLr/++sfT1HJM7lzyWm47sjmVfb+U57tnbDuz/Ecnp6VxZub1PZVny+7r+NPtObZx55z6g6X9Amt7lsyZnpZxZ+ShrrX9VYL+0I4fStBfmx9/tvpz9DuXP5BTK005/eHBL6bjzZu71+ifv9Ua/T/OOTj1zef03JDavXSnWtBP2t+4MUdVJuRz81ZsNmlblG9Na9i8Rr/917lqz50y7duLN98o2/5qvv2Jur6gv732dvXE2nlnbvEc/S1uxt3UVR2v35CDK5/Kly8/Is1Tr8vv+26m2Drob8Ow4+3c9umm7H7Cv+f4cXvkoif7nkG05WDwLwIECBAgQIDACBEQ9JOs++3VmdbQkmNu63mqzMYl38uMxrE58Ku/6rnxde2CfPPASqZ89p4sXLEh7RtW5c1fXJXplcm55Ok1SefK/PKyqWmZeHSunb84y9d07b8mx+zSnE9evaDnHFWC/tCOH0rQ35CnvjAxzQdfl1eWv59lH/afTe8dcWuz4KpPpHnymfnBwhXZ0L4hq97833zzk43Z64tPZ01W5akv7t391J27up6607Ymb3U/dacpR859ref/JDyEoN91Tf978X5p2XNmbn7uz1m1YknmXzk9E+r6PXUna/K/n9819VMuzGNvfZgNH76Tp6/7dHbfqa7f4zW3195kwy8uyh4Nh+T63y3PsmUfbvF4zd6rTscf871DxqZ+zE456Fuvbf5gMeCpO9sy7Hok53FpHVOXhj0uylNbLEnqq+IXAgQIECBAgMCIERj1QX+bT90ZU5emQ7+T1z98JddPa8zOR96SP/au5sjGLJ4zPa31/5qrf7Ouu7O6nqN/83lHZO+WsanfqTV7H3Zmrp//Ztb3dmXbX/LU7PNy1D4T0lLfmAl7Tc+53/lllvbOHFcL+l3n2O7xQwn6yZoFc3PSlJY0NuyTrz6/1UL73ra2v58Xbjw/Mz7W9Zz8sRm/5+E567rH82bvxbQtzTOzz82n9mxJQ11TJv/bKZn1o0XpW5I+lKDfVWv9m3n86tNy6KTWtDRNyiFnXJ8bzpmyeY1+16NNVy7Irecenr0ax6Z5/NScdOVDmX/NwWnZ6jn6Vdu75tf57vFTMm5sJftf8cLgQT8deeuW6WkYM23TTbm9GFvP6G/bsHPp3TmpaWz2vviX6RkVm87hOfq9mH4SIECAAAECI0hg9Ab9EYSsKaNDoH3JnBxROSBf+1XvJ6LRcV2uggABAgQIEBidAoL+6OxXVzWMAm3r12fD2nfy2IX7Zdfj7ki1e66HsaxTESBAgAABAgT+LgFB/+/ic/DoF+jMsgfOyG4NzfnY9Evz6Nt967tG/6W7QgIECBAgQKCmBQT9mu4+jSdAgAABAgQIECAwuICgP7iLrQQIECBAgAABAgRqWkDQr+nu03gCBAgQIECAAAECgwsI+oO72EqAAAECBAgQIECgpgUE/ZruPo0nQIAAAQIECBAgMLiAoD+4i60ECBAgQIAAAQIEalpA0K/p7tN4AgQIECBAgAABAoMLCPqDu9hKgAABAgQIECBAoKYFBP2a7j6NJ0CAAAECBAgQIDC4gKA/uIutBAgQIECAAAECBGpaQNCv6e7TeAIECBAgQIAAAQKDCwj6g7vYSoAAAQIECBAgQKCmBQT9mu4+jSdAgAABAgQIECAwuICgP7iLrQQIECBAgAABAgRqWkDQr+nu03gCBAgQIECAAAECgwsI+oO72EqAAAECBAgQIECgpgUE/ZruPo0nQIAAAQIECBAgMLiAoD+4i60ECBAgQIAAAQIEalpA0K/p7tN4AgQIECBAgAABAoMLCPqDu9hKgAABAgQIECBAoKYFBP2a7j6NJ0CAAAECBAgQIDC4gKA/uIutBAgQIECAAAECBGpaQNCv6e7TeAIECBAgQIAAAQKDCwj6g7vYSoAAAQIECBAgQKCmBQT9mu4+jSdAgAABAgQIECAwuMAOEvTbs+jaA1JfPzPzVg0OkXgNH2NjoID3hffFwFHRs8XYMDaMjYEC3hc75vti4EgYKVt2kKA/Uri1gwABAgQIECBAgEAZAUG/jLMqBAgQIECAAAECBIoKCPpFuRUjQIAAAQIECBAgUEZA0C/jrAoBAgQIECBAgACBogKCflFuxQgQIECAAAECBAiUERD0yzirQoAAAQIECBAgQKCogKBflFsxAgQIECBAgAABAmUEBP0yzqoQIECAAAECBAgQKCog6BflVowAAQIECBAgQIBAGQFBv4yzKgQIECBAgAABAgSKCmLkd8QAAARMSURBVAj6RbkVI0CAAAECBAgQIFBGQNAv46wKAQIECBAgQIAAgaICgn5RbsUIECBAgAABAgQIlBEQ9Ms4q0KAAAECBAgQIECgqICgX5RbMQIECBAgQIAAAQJlBAT9Ms6qECBAgAABAgQIECgqIOgX5VaMAAECBAgQIECAQBkBQb+MsyoECBAgQIAAAQIEigoI+kW5FSNAgAABAgQIECBQRkDQL+OsCgECBAgQIECAAIGiAoJ+UW7FCBAgQIAAAQIECJQREPTLOKtCgAABAgQIECBAoKiAoF+UWzECBAgQIECAAAECZQQE/TLOqhAgQIAAAQIECBAoKiDoF+VWjAABAgQIECBAgEAZAUG/jLMqBAgQIECAAAECBIoKCPpFuRUjQIAAAQIECBAgUEZA0C/jrAoBAgQIECBAgACBogKCflFuxQgQIECAAAECBAiUEdhBgn57Fl17QOrrZ2beqm3Beg0fY2OggPeF98XAUdGzxdgwNoyNgQLeFzvm+2LgSBgpW3aQoD9SuLWDAAECBAgQIECAQBkBQb+MsyoECBAgQIAAAQIEigoI+kW5FSNAgAABAgQIECBQRkDQL+OsCgECBAgQIECAAIGiAoJ+UW7FCBAgQIAAAQIECJQREPTLOKtCgAABAgQIECBAoKiAoF+UWzECBAgQIECAAAECZQQE/TLOqhAgQIAAAQIECBAoKiDoF+VWjAABAgQIECBAgEAZAUG/jLMqBAgQIECAAAECBIoKCPpFuRUjQIAAAQIECBAgUEZA0C/jrAoBAgQIECBAgACBogKCflFuxQgQIECAAAECBAiUERD0yzirQoAAAQIECBAgQKCogKBflFsxAgQIECBAgAABAmUEBP0yzqoQIECAAAECBAgQKCog6BflVowAAQIECBAgQIBAGQFBv4yzKgQIECBAgAABAgSKCgj6RbkVI0CAAAECBAgQIFBGQNAv46wKAQIECBAgQIAAgaICgn5RbsUIECBAgAABAgQIlBEQ9Ms4q0KAAAECBAgQIECgqICgX5RbMQIECBAgQIAAAQJlBAT9Ms6qECBAgAABAgQIECgqIOgX5VaMAAECBAgQIECAQBkBQb+MsyoECBAgQIAAAQIEigoI+kW5FSNAgAABAgQIECBQRkDQL+OsCgECBAgQIECAAIGiAoJ+UW7FCBAgQIAAAQIECJQR+EhB/8uXX565c+Zk9erVvhkYA8aAMWAMGAPGgDFgDBgDI3gMnPiZ4/PET39a9VPFv/Tuvf3W2zK+tTW7tO7sm4ExYAwYA8aAMWAMGAPGgDEwgsfA+JbWLH7ttd4oP+jPvqA/6F4bCRAgQIAAAQIECBCoSQFBvya7TaMJECBAgAABAgQIVBcQ9Kv72EuAAAECBAgQIECgJgUE/ZrsNo0mQIAAAQIECBAgUF1A0K/uYy8BAgQIECBAgACBmhQQ9Guy2zSaAAECBAgQIECAQHWB/w+TfK1u/8x2XAAAAABJRU5ErkJggg==" width="671" height="222"></span></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><span class="fontstyle0">CNT can act as Type 2 superconductors. </span><span class="fontstyle0">Outline why Type 2 superconductors are generally more useful than Type 1.</span></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><span class="fontstyle0">Explain the role of electrons in superconducting materials in terms of the Bardeen–Cooper–Schrieffer (BCS) theory.</span></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><span class="fontstyle0">Alloying metals changes their properties. Suggest </span><span class="fontstyle2"><strong>one</strong> </span><span class="fontstyle0">property of magnesium that could be improved by making a magnesium–CNT alloy.</span></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><span class="fontstyle0"> Pure magnesium needed for making alloys can be obtained by electrolysis of molten magnesium chloride. <br> </span></p>
<p><span class="fontstyle0"><img style="display: block;margin-left:auto;margin-right:auto;" 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" width="575" height="305"></span></p>
<p style="text-align: center;"><span class="fontstyle0">© International Baccalaureate Organization 2020</span></p>
<p><span class="fontstyle0">Calculate the theoretical mass of magnesium obtained if a current of 3.00 A is used for <math xmlns="http://www.w3.org/1998/Math/MathML"><mn>10</mn><mo>.</mo><mn>0</mn></math> hours. Use charge :(<em>Q</em>) = <em>current</em> (<em>I</em>) × <em>time</em> (<em>t</em>) </span><span class="fontstyle0"> and section 2 of the data booklet.</span></p>
<div class="marks">[3]</div>
<div class="question_part_label">c(ii).</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p><span class="fontstyle0">Suggest a gas which should be continuously passed over the molten magnesium in the electrolytic cell.</span></p>
<div class="marks">[1]</div>
<div class="question_part_label">c(iii).</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p><span class="fontstyle0">Zeolites can be used as catalysts in the manufacture of CNT. Explain, with reference to their structure, the high selectivity of zeolites.</span></p>
<div class="marks">[2]</div>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Experiments have been done to explore the nematic liquid crystal behaviour of CNT. Justify how CNT molecules could be classified as <strong>nematic</strong>.</p>
<div class="marks">[1]</div>
<div class="question_part_label">e.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p><em>Excellent strength:</em> defect-free <em><strong>AND</strong> </em>rigid/regular 2D/3D ✔</p>
<p><em>Excellent conductivity:</em> delocalized electrons ✔</p>
<p><em>Accept “carbons/atoms are all covalently bonded to each other” for M1.</em></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em>Any two of:</em><br>have higher critical temperatures/<em>T</em><sub>c</sub> «than Type 1»<br><em><strong>OR</strong></em><br>can act at higher temperatures ✔</p>
<p>have higher critical magnetic fields/<em>B</em><sub>c</sub> «than Type 1» ✔</p>
<p>less time needed to cool to operating temperature ✔</p>
<p>less energy required to cool down/maintain low temperature ✔</p>
<div class="question_part_label">b(i).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em>Any three of:</em></p>
<p>passing electrons «slightly» deform lattice/displace positive ions/cations ✔</p>
<p>electrons couple/form Cooper pairs/condense with other electrons ✔</p>
<p>energy propagates along the lattice in wave-like manner/as phonons ✔</p>
<p>Cooper pair/electron condensate/pair of electrons moves through lattice freely<br><em><strong>OR</strong></em><br>phonons are «perfectly» elastic/cause no energy loss ✔</p>
<div class="question_part_label">b(ii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em>Any of:</em><br>ductility ✔<br>strength/resistance to deformation ✔<br>malleability ✔<br>hardness ✔<br>resistance to corrosion/chemical resistance ✔<br>range of working temperatures ✔<br>density ✔</p>
<p><em>Do <strong>not</strong> accept “conductivity”.</em></p>
<div class="question_part_label">c(i).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><math xmlns="http://www.w3.org/1998/Math/MathML"><mo>«</mo><mi>Q</mi><mo>=</mo><mi>I</mi><mo>×</mo><mi>t</mi><mo>=</mo><mn>3</mn><mo>.</mo><mn>00</mn><mo>×</mo><mn>10</mn><mo>.</mo><mn>0</mn><mo>×</mo><mn>3600</mn><mo>=</mo><mo>»</mo><mn>108</mn><mo> </mo><mn>000</mn><mo> </mo><mi mathvariant="normal">C</mi></math> ✔</p>
<p><math xmlns="http://www.w3.org/1998/Math/MathML"><mo>«</mo><mfrac><mi>Q</mi><mi>F</mi></mfrac><mo>=</mo><mfrac><mrow><mn>108</mn><mo> </mo><mn>000</mn><mo> </mo><mi>C</mi></mrow><mrow><mn>96</mn><mo> </mo><mn>500</mn><mo> </mo><mi>C</mi><mo> </mo><msup><mi>mol</mi><mrow><mo>-</mo><mn>1</mn></mrow></msup></mrow></mfrac><mo>=</mo><mo>»</mo><mn>1</mn><mo>.</mo><mn>12</mn><mo>«</mo><mi>mol</mi><mo> </mo><msup><mi mathvariant="normal">e</mi><mo>−</mo></msup><mo>»</mo></math> ✔</p>
<p><math xmlns="http://www.w3.org/1998/Math/MathML" class="wrs_chemistry"><mo>«</mo><mfrac><mrow><mn>1</mn><mo>.</mo><mn>12</mn><mo> </mo><mi>mol</mi></mrow><mn>2</mn></mfrac><mo>=</mo><mn>0</mn><mo>.</mo><mn>560</mn><mo> </mo><mi>mol</mi><mo> </mo><mi>Mg</mi><mo>»</mo></math><br><math xmlns="http://www.w3.org/1998/Math/MathML" class="wrs_chemistry"><mo>«</mo><mi>m</mi><mo>=</mo><mn>0</mn><mo>.</mo><mn>560</mn><mo> </mo><mi>mol</mi><mo>×</mo><mn>24</mn><mo>.</mo><mn>31</mn><mo> </mo><mi mathvariant="normal">g</mi><mo> </mo><msup><mi>mol</mi><mrow><mo>−</mo><mn>1</mn></mrow></msup><mo>=</mo><mo>»</mo><mn>13</mn><mo>.</mo><mn>6</mn><mo>«</mo><mi mathvariant="normal">g</mi><mo>»</mo></math> ✔</p>
<p><br><em>Award <strong>[3]</strong> for correct final answer.</em></p>
<div class="question_part_label">c(ii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>argon/<math xmlns="http://www.w3.org/1998/Math/MathML" class="wrs_chemistry"><mi>Ar</mi></math>/helium/<math xmlns="http://www.w3.org/1998/Math/MathML" class="wrs_chemistry"><mi>He</mi></math> ✔</p>
<p><em>Accept any identified noble/inert gas.</em><br><em>Accept name <strong>OR</strong> formula.</em></p>
<p><em>Do <strong>not</strong> accept “nitrogen/<math xmlns="http://www.w3.org/1998/Math/MathML"><msub><mi>N</mi><mn>2</mn></msub></math>“.</em></p>
<div class="question_part_label">c(iii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>pores/cavities/channels/holes/cage-like structures ✔</p>
<p>«only» reactants with appropriate/specific size/geometry/structure fit inside/go through/are activated/can react ✔</p>
<p><em>Accept “molecules/ions” for “reactants” in M2.</em></p>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>rod-shaped molecules<br><strong><em>OR</em></strong><br>«randomly distributed but» generally align<br><strong><em>OR</em></strong><br>no positional order AND have «some» directional order/pattern ✔</p>
<p><em>Accept “linear” for “rod-shaped”.</em></p>
<div class="question_part_label">e.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>The stronger candidates knew that the excellent conductivity associated with CNTs is associated with delocalised electrons but few scored the mark for citing the property associated with excellent strength, which can be attributed to being defect-free and having a rigid/regular 2D/3D structure.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Most gained at least one mark here for stating that Type 2 superconductors have higher critical temperatures than Type 1.</p>
<div class="question_part_label">b(i).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>The role of electrons in superconducting materials in terms of the Bardeen-Cooper-Schrieffer (BCS) theory was very well understood and many scored all three marks. </p>
<div class="question_part_label">b(ii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>This question proved to be difficult and few could suggest a suitable property (such as ductility) of magnesium that could be improved by making a magnesium-CNT alloy.</p>
<div class="question_part_label">c(i).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>The better candidates scored all three marks for the electrolysis calculation. Even the weaker candidates managed to score at least one mark for calculating Q = 108,000 C.</p>
<div class="question_part_label">c(ii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>The most common error here was "nitrogen" as the gas that should be continuously passed over the molten magnesium in the electrolytic cell. Magnesium can react with nitrogen forming magnesium nitride, which makes this choice of gas unsuitable (unlike argon for example).</p>
<div class="question_part_label">c(iii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>The explanation of the high selectivity of zeolites, in terms of their structure, was very well answered and many scored both marks. A thorough understanding of zeolites was much better conveyed in N20 compared to previous sessions.<br><br></p>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Most gained the one mark here, justifying how CNT molecules can be classified as nematic, by stating that they are "rod-shaped molecules".</p>
<div class="question_part_label">e.</div>
</div>
<br><hr><br><div class="specification">
<p><span style="background-color: #ffffff;">Physical properties of elements vary according to atomic number. Sections 6 to 9 of the data<br>booklet list some of these properties.</span></p>
<p style="text-align: center;"><span style="background-color: #ffffff;">Melting points and boiling points of elements 1 to 95</span></p>
<p style="text-align: center;"><span style="background-color: #ffffff;"><img 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" width="698" height="443"></span></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p><span style="background-color: #ffffff;">Deduce, giving a reason, the group of elements in the periodic table most likely to undergo sublimation.</span></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><span style="background-color: #ffffff;">Describe the density trend across periods 4 and 5 of the periodic table.</span></p>
<p><span style="background-color: #ffffff;"><img 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" width="707" height="297"></span></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><span style="background-color: #ffffff;">Suggest, with a reason, whether the lanthanoids or actinoids of the f-block would have the higher density.</span></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><span style="background-color: #ffffff;">Compare the ease of oxidation of s-block <strong>and</strong> d-block metals to their melting points and densities. Use section 25 of the data booklet.</span></p>
<div class="marks">[2]</div>
<div class="question_part_label">b(iii).</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p><span style="background-color: #ffffff;">Sketch how the first ionization energies of elements vary with their atomic radius.</span></p>
<p><span style="background-color: #ffffff;"><img 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VuCtqquurSop4qbRwcAAM/ZC0ifixTeq4N8Mz7RG+9tl6PIC4vGUJAVmvbMEmX5ttNVrZyhCgCAF7F5irW6Gl4/TKNa52jz5NEaPe0Tbd9/UmdnZs2SI223voz9t4b3GaMPj9RU2D13qGfD6uZ2AAC8gxtzsRq9w9V6fniUZu8yZs4pSoAa9R2vGc9G6tLAkgp6yhZzsQIAPOX2ZOV5jhRtWLpIixZ+pEUJqYWqVIPVolc/RQ4eqH5dm+l8v+LGgpQPAhIA4Cm3A/IsZ4/ScUw/OYx5V6upZu0LdH6Nci2OLREBCQDwVBkkmY/8AoMVEhLifFz4h4cjAABlgTQDAMACAQkAgAUCEgAACwQkAAAWCEgAACwQkAAAWCAgAQCw4P5MOpnHlJqSqqOnc82WovipziWXqnHtirufBxMFAAA8ZT8g804qefHLGv/kLG0u8ZZXhjCNjlmgqPBAc738EZAAAE/ZDMg8nU58SX0HTFN+/ASoYbuOah5UXO8wWBHjntCgsABzvfwRkAAAT9kMyB+14uH+uu+Dg/Lv/ohmPz9EHesFqOKnIy8eAQkA8JS9Ip3s/dq18qBzIUx3jbpNV1TCcAQAoCy4WcXaTC0urrhrigAAVDR7AenXUC171XcuHNPxU9n5bQAAVEE2e5DBan/jdbpAW7Rw+TfKNFsBAKhqbAakr4K6j9VbkyJ0eOokPRu7XUcySxoHCQCA97FZxZqhpHlPKXpVsnbHJ2q/axhksFp0basGNYoq12GYBwDA+9gMSIcSoyMVOT3JXC8NJgoAAHgfmwGZrRMpX2tvup0CHaaaAwB4H5sB6R0ISACAp9wcBwkAQNXmfg8yO13J65bpk5VrtX7N59qSmuFsNAp2Oiu8XQd17t5TV19eX0XW7pQjepAAAE+5EZB5yj60Vq88+k+9/Lkx7VxR6qrdqBc07aEI1fOr2JQkIAEAnrIfkJk79N8hd+iFBIdqt7tN997dWx1DG+nC8/yd2Xla6T/s0+5tqzT31fe0JT1Q7R5/R3NGtFIN8+kVgYAEAHjKZkBm6VDsw+oRtUTn3fSM3n3uFoUG+prbCsuRY/dCPX774/rkZB+9uGaKbq7nDNAKQkACADxlr0gnL00JceuU5d9Hjz82oIhwNPgqsPkAPTqhj/yzNmj1lp/MdgAAvIO9gMw5opSEo1LnLmoXUlKP0F8h7bvoCh3R+m8PianNAQDehGEeAABYsBeQvnXVpGOwtGG9NqdlmY1FyVLapvX60rgDSJO6KupkLAAAlZG9gPQJUcfeXeWftUTPTV2s7xyu2cot5Mjx3WJFP7NEWf5d1fuKEP0BwyEBAHBb2Q7zcPYaT/2Yqj0JcXrrFYZ5AAC8l/2AdE0UEK/osY9oZsIRs81KfXWNek7Pjb6KiQIAAF7HjYA0ZR9RUvwKfRq/UYmbN2hD0lFnY8FUc53U/fprFBFWVxV3D4+zCEgAgKfcD8hKjIAEAHiKYR4AAFgopgeZoaR5Tyl69VFV7/GQpg8Kk2+httILVsS4JzQoLMBcL3/0IAEAniomIB1KjI5U5PQk1R77oTY+GC6/Qm2lF6bRMQsUFR5orpc/AhIA4KliAjJbJ1K+1t70bPkEXaK2TWrLp1Bb6fmpziWXqnHtiivXISABAJ4qJiC9FwEJAPCUzSIdowe5XYlbUnSixFjNU+ahLVoRu0CLEo+ZbQAAeAebAZmpvbGPKnJYrPYWNcvcGTk6/uUs3Rf1iJ7+fB938wAAeJXiAzLboZ/S0pR25vGjjp7KknIdOnq4cLvFY/8urVu/y3whAAC8S/HXIPP2Ky7q73pgUarZ4I7muvPd+ZrQpY65Xv64BgkA8FTxPUifBuo19l5dVdK9kS35qnbYtbpz0lMacUWQ2QYAgHewWcVqjoN8+xot+OpBhf8RE62WAj1IAICnbBbp+KnOZf01ethlqsMNHgEAVZjNHqR3oAcJAPCUmwGZq8z0/UpJ+UmnzZZz5ej00QP6fneydNUoDWr9Z7O9/BGQAABP2Q/IvBP6ev5TGj0hRqkljoU0MBcrAMD72LwGmatTG2Zo2GOlC0ffxtdqxMRxurF5TbMFAADvYDMgj2lz3HL9pECF3f2aVuxM1p6U1Xo+Iki+EZP1WUqKkr9J1OfL39FTka2kUzXVtHtnhQb6ms8HAMA72AvInB+VnHBICuirMfdfoyaBfpJPiFp2CVXO+kR9czxHPjWC1KB5Vw16doam9dyhCZNi9V1WlasDAgBUcfYCMi9TPx/Jkjq0VVhQQa/wT2oQ+lcFZCVqy+6fzTYnv7+o1123q3n8Qi1LKtQOAIAXsHmK1eTvL78z4yCr6c8XNVR9HdGeQyfNNoOP/C9ppS7nf6MViQeUa7YCAOAN7AWkb7Aatj5fStqng7+cPW3qG1RXjZSuTd8e0C9mm4uvv6pXy9AP6T8TkAAAr2IvIH0uVMuuLaQDi/X+pynKLMjIupeobUNfnVy/o9D1xjxlJSfqs3R/XRBYw9mfBADAe9g8xVpTf+1zu67x/04fjrlNdzzyhtYf+tUYz6FOf2slbX9VE6cu0faUA9qftFr/fXGOdqmJulwaIupYAQDexI2ZdH7Roc+iNXL4TCXl3KQXN07VzSF+yjuyWhNvvVfv7ssy9zP4qs71z+n9l29RE/+K60MyUQAAwFNuBKQhV5lpX2vjhqNq2KebmlU3wi9P2WkJmjfzNb319uc61KCTbh4wRCOGX1vh4yAJSACAp9wMyMqNgAQAeMq9YR4AAFRxNgPyV6UlLtOiuC1Kyy6p43lY8S/cr5HDH9W8pAyzDQAA72A7IA9+/pLG3Xer+t7/rr52FDdjeZZOJH+h1Su368fTjIIEAHgXN0+x5ujYpxPUf+AUxR/6zdQAAABUCe4FpH8rde5cXzm7Zuqe2x/TvK9PqMpV+gAA/qe52YNsqcHPv6bnjVta7YvRE38fpX/HH1C2uRUAAG/nXkBm/azT1S/VLc++pjejrlad9A2aefcw/WPeTjnoSgIAqgA3e5AmvwbqOjZac6YMUgvt1pLHhunuKZ/pUIkVrgAAVG6eBaTB53yF3fqE3nhztNoFHdPmV0fr7w+9p68dUvWafuZOAAB4F88D0uVPqhcRpTfffVp9GkupH0/QkGH/0abcP5nbAQDwLmUUkAZfBV56m/49f4bu6VhHxxPe1ZxP9pvbAADwLjYDsppqXtRaPXo11vl+Vnfn8JFfvav1j7fe0lN9m3OLKwCA1yq/ycqzDylxxVf64Zfq+kunHgoPqW5uKH9MVg4A8BR38wAAwEIxAZmhpHlPKXr1UVXv8ZCmDwqTb6G20gtWxLgnNCgswFwvfwQkAMBTxQSkQ4nRkYqcnqTaYz/UxgfD5VeorfTCNDpmgaLCA8318kdAAgA8VUxAZutEytfam54tn6BL1LZJbfkUais9P9W55FI1rl1xYyIJSACAp4oJSO9FQAIAPFWG4yABAKg6CEgAACy4fYo1L/OYUlNSdfR0rtlSFK5BAgC8j/2AzDup5MUva/yTs7Q5PcdsLA5VrAAA72MzIPN0OvEl9R0wTfnxE6CG7TqqeVBxvUPGQQIAvI/NgPxRKx7ur/s+OCj/7o9o9vND1LFegKxmZf0jEZAAAE/ZK9LJ3q9dKw86F8J016jbdEUlDEcAAMqCm1WszdTi4oq7pggAQEWzF5B+DdWyV33nwjEdP2VnNh0AALyLzR5ksNrfeJ0u0BYtXP6NMs1WAACqGpsB6aug7mP11qQIHZ46Sc/GbteRzJLGQQIA4H1sVrGat7talazd8Yna7xoGGawWXduqQY2iynUY5gEA8D42A5LbXQEA/jfYDEhudwUA+N9gMyC9AwEJAPCUm+MgAQCo2tzvQWanK3ndMn2ycq3Wr/lcW1IznI1GwU5nhbfroM7de+rqy+uryNqdckQPEgDgKTcCMk/Zh9bqlUf/qZc/N6adK0pdtRv1gqY9FKF6fhWbkgQkAMBT9gMyc4f+O+QOvZDgUO12t+neu3urY2gjXXievzM7Tyv9h33avW2V5r76nrakB6rd4+9ozohWqmE+vSIQkAAAT9kMyCwdin1YPaKW6LybntG7z92i0EBfc1thOXLsXqjHb39cn5zsoxfXTNHN9ZwBWkEISACAp+wV6eSlKSFunbL8++jxxwYUEY4GXwU2H6BHJ/SRf9YGrd7yk9kOAIB3sBeQOUeUknBU6txF7UJK6hH6K6R9F12hI1r/7SExtTkAwJswzAMAAAv2AtK3rpp0DJY2rNfmtCyzsShZStu0Xl8adwBpUldFnYwFAKAysheQPiHq2Lur/LOW6Lmpi/WdwzVbuYUcOb5brOhnlijLv6t6XxGiP2A4JAAAbivbYR7OXuOpH1O1JyFOb73CMA8AgPeyH5CuiQLiFT32Ec1MOGK2WamvrlHP6bnRVzFRAADA67gRkKbsI0qKX6FP4zcqcfMGbUg66mwsmGquk7pff40iwuqq4u7hcRYBCQDwlPsBWYkRkAAATzHMAwAACwQkAAAWijnFmqGkeU8perVxbdETwYoY94QGhQWY6+WPU6wAAE8VE5AOJUZHKnJ6krnurjCNjlmgqPBAc738EZAAAE8VE5CZ2rfiHcXudJjr7gpUy3536JomFTcSkoAEAHiqmID0XgQkAMBTFOkAAGCBgAQAwAIBCQCABQISAAALBCQAABYISAAALBCQAABYICABALBAQAIAYIGABADAAgEJAIAFAhIAAAsEJAAAFghIAAAsEJAAAFggIAEAsEBAAgBggYAEAMACAQkAgAUCEgAACwQkAAAWCEgAACwQkAAAWCAgAQCwQEACAGCBgAQAwAIBCQCABQISAAALBCQAABYISAAALBCQAABYICABALBAQAIAYIGABADAAgEJAIAFAhIAAAsEJAAAFghIAAAsEJAAAFggIAEAsEBAAgBggYAEAMACAQkAgAUCEgAACwQkAAAWCEgAACwQkAAAWCAgAQCwQEACAGCBgAQAwAIBCQCABQISAAALBCQAABYISAAALBCQAABYICABALBAQAIAYIGABADAAgEJAIAFAhIAAAsEJAAAFghIAAAsEJAAAFggIAEAsEBAAgBggYAEAMACAQkAgAUCEgAACwQkAAAWCEgAACwQkAAAWCAgAQCwQEACAGCBgAQAwAIBCQCABQISAAALBCQAABYISAAALBCQAABYICABAJVacnKy61HRCEgAQKWW8OWX6n3Ntbp94EC9O3eujh07Zm4pXz55TuZyldGscRPt2ZdirgEAvJ0RinFLl2rJ4sX66ssEXXdDb/UfMEBdunRRzZo1zb3KFgEJAPAqxunWVStXacH77yl13/e6Z9R96nrVVbryyivNPcoGAQkA8FpffPGF1q1dq5mvvqZGjS9W5MDb1LNXT4WGhpp7uI+ABAB4vdOnT2v9+vX6KCZGny6NU4crOqrPTTep9w03qE6dOuZe9lTZgAQAYNK/ntbfBw821+ypkgEJAPjfsW3bNi3/9NPfnGa9svOVatOmjbmHewhIAIDXOXDggBZ/vPicQp22bduWWVUrAQkA8ArGUI+1a9bovfnzfzPUIzw83O3rjMUhIAEAlZpxCvX1mTN/U3wTcfXVatCggblH+SAgAQCVmjGUY9vWbWVyXdEOAhIAAAvMxQoAgAUCEgAACwQkAAAWCEgAACwQkAAAWCAgAQCwQEACAGCBgAQAwAIBCQCABQISAAALBCQAABYISAAALBCQ8E4n4zXh0iZq1tj5uHm2knPN9hKd1HfJP6rUu1e07ERNu9x4X2O0KC3bbKxCinh/2YnRam/8XQ6PVZrZBvzRCEh4oVydTPxMizLM1W0rtWFvprlSlFw5kldo2vDrFLlkf+UNSACVBgEJL3RMiSvjlaFOundsPwVovV6cs9HZNyxOhnYvidaMlZW8f+IXrqgtKdqz7yXdHOJnNlZ9fuEPatM+5/t+o59CzDbgj0ZAwuvkHlynBTGpUkBztb+1j24OcMZfzGdKPEm/EEDZISDhZTK1d/lCLc9w5uOAqxXesI16DmjkTMiFmh6TzKlTAGWGgIR3yf1eGz7a4lxopJt7XaZaqqPwXhEKUIZ2fPSF9lolZFqsRjZupcjpSa7V49P/pr9aFYTkpilx8fuaNvzK/OIf1+NmTZi9VIlpv5o7FeJ63YKCk1/lSI7XnPE3m89rqRvHzzv7POO1Y6M1sqCwyPW68Up2/O6ASyrScSQrPqbw6zRR6+HR+ig+WQ5zlxIVHLfx/h3falHhY47+qtDrGNdt12jR7PG60fxZZ/Yb/5aWJKYV8QtJ/vM+ih6h1gXP6T1ec4o5Rusinf1aNDzc+fxwjYzdb7YVlu18K2PyX/+c4p5flZa47LfHUHAcsWvO/dwBCwQkvIjzi3frci3Y5uw+ht2i/u3rONuqqVb41a7TrNo2S2+v+cm1p125aV/o5ZH9FfnAo7+7Trld8yfer8hOt2pi/MEiAuGUUpY9o4HX3KWn52432zL07dzHFdnjES3an6L4SfcoMuolrS4oLHK97l3628Mf62Cpvqud7/3buRrZ8VoNf6jw6zh/0sqX9PDQfhr45Cql2fnez9ml9x4eqnFnjlmqHlTL+cuG4VcdjB2nztfcqXET39W3rrYCxnt7WlED+mt0bOrvPhNnMMU/5/ws7tTD01c69zQlvaunhw7RQ7MSdNRsKj/GsT+iawfc99tjMBjHEXWnet/6ihIJSZSAgIQXOaZNMQudX9YBajXwWrUNNP/51uqkIf/XxbmQqkUrd55brBPST6/v26EFY8Ncq7XHfqhvCheE5KZq8aSHNN0IxoBeGv3mcm01tjsfuzcu0MTBrZ07bdfcoQ/opcTjxjN+J14zJi5Xg4fmad13xvP2auuKaN0eZlwcXa5XR4zUmIRWmhjzhXa7Xneb4qYNUQvnMzPiovVaaULdsVlvRD2XH4xhQ/Tiim2u4zv7Ws7QmjNeT338+8AqxmdvaMbnl2nsB+Zx7YzT5OubuL4UcpPn6f6oWOerttbtTy8w31fBe3tdo3sZn1yalj/2ptYUuvabe3Cpnhr1huvvqMXgaMXt3Jv/vJ3L9frYy7TxmRc0P93cubyc3KDXHjOOPUQ9zvydFBy7+feSNEv/WXnQfAJgjYCE9zi5U6uM4hxdrn5dLi70j7eGmnbppVbOpYyYRfrsoMXp0CLl6uSaNzUhzgjHfnpx5SuK6hmqQHNrtZAOGvzUy3qxtxEIiXorZqtFtawzDMa+pKljrlSI66CqKTD0eg0ZeLlzOUN7k2pp2DP/0ODwEPOYaym03wiN7BXkXD6lw8dLHqJyctMSvZXkTEfjGN98XDeH1jK3Ga/1oJ4eG+5cdgbWrNXWp5ktOX/R+L9/6P4O5nEFNlJoSHXnQqb2rl+pHcYegx/Uw3d0MN+XwXhv12jMI/e4Pm9lpOtERsEPLHR9uPcz+u9T/RRa8EtMYKh6PDhFs13HWb6y92xRnPGLRMC1GjT0it8dez89HbfLGZaJer1fQ7MdsHbmnw5Quf2qg6sX5Y99bNNLnZvWyG82VWt6pfq1ye+xzV6eUvpelDPA9mz5yvlf5/fpgJt1dX0jIH6nWiPd9FB+IFhXy16sa7qHnQnVfNV1UeOm+acrg7qqW+vartazausvLY3Q/UVHjv9cwvEWDGsp6hhrK/zBD/N7SYuGKrTU/1dfoMsaB1t8CdRQ6NC5rtfb/q8IZwSfq9p5tVXXXD6j8PXhgV1V/5wXrq22fW7KD9Zy5NfscvU2PviMhZoyeXYx10qB4hGQ8A65KVoxa7krJLRtknpfUqjwwnhccr2eNq5NOvfY8f5ybS319aXj+mGXcc0xSJ3aN7MMA0O1ixrrMteX7lfausd1FIU0U5P6vw1s43+tgFq1nTHp1K6J6hc5pDFDP6SXEJC5R/X9DuM0bPHHaN9f1KzBb2O9KLlpiVoSG6tFxsMo2un0oFab285wHNKeZOOzaaP2f/39LwT5qjVpre5Gx7k81Wqr/iOMnmrBtdIr1dz5b8RVzESBDmwgIOEVcvd+oVhXAJZC0kJ9tOmYuVJGAmop+E/mckXL/VnpqaV877bUUe3zikpuowo09kxFb/NOf1NU1IMaZzzOKdoxZRzX4fI4TNuMHvUsxc1+Mv96o8lVzGQU6FzW1BmW/9Emq8pkoBACEl6g8DWxWUp0FVxYPb7SG4MbOfdK1aL315WyOrSUMk7q6C/GQh0FFRkq5aTanxXU6OwXffnLlSNxpu4e8KBZ0WsU3EzQi9Oi8x+znT30jdHqkb/zWQG1dVFFHmaxaik0Ymj+9cady/WG87injO2Vf8rbKWPlC7rtrplUsqJYBCQqv5Mb9fbk9c6FgrGPRSkYE+n8AoxbqBUlzs9qKLgWmK6Nm/YUOV1d7uF92mn0jgKa6uKLLK5Tlqdqwbq41QXOhaKPMTd5tvq7TjcP1pzk0rzvYuQm68NJ/3H2EkPUY+ISbd23S5/8a5hu7tcv/xERqoBTx3XE3P2MwHpqFmp8+tu06Rural/nS6ds1+e2q1iLuk6brVPHS3GmIDBUEc7j7v/gf7V937daN3u4q4JYSXFas7tSdHlRSRGQqOQKTUx+ZuxjUaqpVrdBGmcU62iLYtd/X4rijAA1u7xDfqjGvK+PvrWIH2MYyNSZ+T3Y7pereUFlZoUpFPyWVbpne9hWBUy2nTml21RdujT9XfGRU+5BrZn7Uf7P0x6lHDQDudrF6tzfqNwtqgd/XFuXLDafVxoFv7xkaO+eQ+dOMuDYoU/eN4qCCis0eYDlXV6qKyS8i8KNDxMoAQGJSq6ggvN3Yx+LcuZLOkM7Js8rNEbPT+cF5Yfrr7tT9eOZL04jVO/W08Ywjoxlerr/OE1bdXbGl9y0rzT3iQc0zhgGonANGxFhUZ1Z3pzH2L6PhrnGVcZqwhMztTq5IMhPKjn2OUVNNHrYIbr2rh5q6unxnTmlu0UL5sQUmkXImCEnXnOeuE/D55ydXOCsGgodMFy3G4cZ97hGPFFoJiFHslZHP6yh0xPz10ul0C8vc6M15Z2vzIkQjONYoWlRYzTDGPryG34K6THAdQzaNkVRhY/BYMwcNDla812/cPVWt+bGjoA1AhKVWm7yEk2fazX2sShnv6SVEa9ViQWn4M4Ou8iIe1DdjCrYgunJjGEcT07VWGPwe8ZKzbjbGcSu05VGcUqkJrpmmmmtwbNf1phw6+rMchfYTsNfesZVdJKxcqpGXtMmv5fUuI16R72dPzD/zn/pib6NPP+fulqo/vbkvfmTDxizAXVqYf6spmprzBYUc6HGvv+GHnf11H/W0ZOFTunW6qZHPnpaPQJ+99zLrtXI6TvVdcrzurfUVayFfjEwZh6aEKmurupl4zhGasaBQZo3+35nP/N3anXW/a8ap1F/f/zGcVyfP3NQwPWaMO1OhVf42QB4E/51oBIrXJwzXP1DS3nqsNZl+ROYK1Xzo5eYp9mMnuJ9mv303/OvPxk2p+igOd1ptZAr9cDrH2nBy8+bs8QUaK3bJ76iBRs/0MSI+n/g/zDmIPcPYvXG1DHOADKbnQJ6jdGU2bF6f1LPQoPiPeH8WeH36M2YVzTBNYtQAfOzWP2KHriii7oWnE79zexFzue2GKz/rP5Q0yYW+qzD/q4Js9/W5P6hzj6eDYEdFHXOezaOY5biPrhf4bV8zbbCqisk4p96f8UcvVj4GAzGTElTX3O+h+m6s0XZDZhB1eST52QuAwAAEz1IAAAsEJAAAFggIAEAsEBAAgBggYAEAMACAQkAgAUCEgAACwQkAAAWCEgAACwQkAAAWCAgAQA4h/T/0vaUNRZyNiUAAAAASUVORK5CYII=" width="351" height="327"></span></p>
<div class="marks">[1]</div>
<div class="question_part_label">b(iv).</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p><span style="background-color: #ffffff;">group 18/noble gases <strong>[✔]</strong></span></p>
<p> </p>
<p><span style="background-color: #ffffff;">smallest difference between melting and boiling points<br><em><strong>OR</strong></em><br>weakest intermolecular forces «in that period» <span style="display: inline !important;float: none;background-color: #ffffff;color: #000000;font-family: Verdana,Arial,Helvetica,sans-serif;font-size: 14px;font-style: normal;font-variant: normal;font-weight: 400;letter-spacing: normal;text-align: left;text-decoration: none;text-indent: 0px;white-space: normal;"> </span>[✔]</span></p>
<p> </p>
<p><em><span style="background-color: #ffffff;"><strong>Note</strong>: Accept “group 17/halogens”.</span></em></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><span style="background-color: #ffffff;">density increases «to a maximum in the transition elements» <em><strong>AND</strong> </em>then decreases <strong>[✔]</strong></span></p>
<div class="question_part_label">b(i).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><span style="background-color: #ffffff;">actinoids <em><strong>AND</strong> </em>density increases down all groups «due to large increase in atomic mass for small increase in atomic volume»<br><em><strong>OR</strong></em><br>actinoids <em><strong>AND</strong> </em>«much» greater atomic mass with similar type of bonding<br><em><strong>OR</strong></em><br>actinoids <em><strong>AND</strong> </em>density «of actinoids» atomic number 90 to 95 is greater than corresponding lanthanoids <strong>[✔]</strong></span></p>
<p> </p>
<p><em><span style="background-color: #ffffff;"><strong>Note: </strong>Accept “actinoids <strong>AND</strong> on graph actinoids have «much» greater density than lanthanoids”.</span></em></p>
<div class="question_part_label">b(ii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><span style="background-color: #ffffff;"><em><strong>Alternative 1:</strong></em><br>«metals with» low densities oxidize easier<strong> [✔]</strong></span></p>
<p><span style="background-color: #ffffff;">«metals with» low melting points oxidize easier <span style="display: inline !important;float: none;background-color: #ffffff;color: #000000;font-family: Verdana,Arial,Helvetica,sans-serif;font-size: 14px;font-style: normal;font-variant: normal;font-weight: bold;letter-spacing: normal;text-align: left;text-decoration: none;text-indent: 0px;white-space: normal;"> [✔]</span></span></p>
<p><span style="background-color: #ffffff;"><em><strong>Alternative 2:</strong></em><br>in s-block «metals with» high densities oxidize easier<br><em><strong>OR</strong></em><br>in s-block «metals with» low melting points oxidize easier <span style="display: inline !important;float: none;background-color: #ffffff;color: #000000;font-family: Verdana,Arial,Helvetica,sans-serif;font-size: 14px;font-style: normal;font-variant: normal;font-weight: bold;letter-spacing: normal;text-align: left;text-decoration: none;text-indent: 0px;white-space: normal;"> [✔]</span></span></p>
<p><span style="background-color: #ffffff;">in d-block «metals with» low densities oxidize easier<br><em><strong>OR</strong></em><br>in d-block «metals with» low melting points oxidize easier <span style="display: inline !important;float: none;background-color: #ffffff;color: #000000;font-family: Verdana,Arial,Helvetica,sans-serif;font-size: 14px;font-style: normal;font-variant: normal;font-weight: bold;letter-spacing: normal;text-align: left;text-decoration: none;text-indent: 0px;white-space: normal;"> [✔]</span></span></p>
<p> </p>
<p><em><span style="background-color: #ffffff;">Note: Award <strong>[1 max]</strong> for “s-block metals more easily oxidized” <strong>OR</strong> “s-block metals have lower melting points” <strong>OR</strong> “s-block metals have lower densities”.</span></em></p>
<p><em><span style="background-color: #ffffff;">Accept “have greater activity” for “oxidize easier”.</span></em></p>
<div class="question_part_label">b(iii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><img src="data:image/png;base64,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" width="297" height="281"> <strong>[<span style="background-color: #ffffff;">✔]</span></strong></p>
<p> </p>
<p><em><strong><span style="background-color: #ffffff;">Note: </span></strong><span style="background-color: #ffffff;">Accept any negative sloping line.</span></em></p>
<p><em><span style="background-color: #ffffff;">Do <strong>not</strong> award mark if line touches either axis.</span></em></p>
<div class="question_part_label">b(iv).</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>Most candidates correctly identified the group of elements most likely to undergo sublimation but did not score for the reason as they referred to low melting and boiling points, rather than the smallest difference between these temperatures. There were several G2 comments that “the group of elements” was a confusing requirement as elements could be grouped in many ways, including for instance, from B to Ne. The Chemistry Guide clearly states that a group on the periodic table refers to a vertical column of elements. A few complaints were received about the inclusion of a question on sublimation, but the question was designed to make candidates think, and did not require knowledge of phase diagrams.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Required candidates to consider density trends. Most candidates correctly described trends across periods 4 and 5 but had difficulty predicting and explaining whether lanthanoids or actinoids would have the higher density. Many said that actinoids would have higher density because they have more protons and neutrons / greater atomic number / greater mass with no further detail about having similar bonding and hence similar volume. Some G2 comments complained about the inclusion of lanthanoids and actinoids in this question. However, the Chemistry Guide clearly states that these terms should be known.</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>
<div class="question" style="padding-left: 20px;">
<p>Most candidates scored at least 1 mark for comparing the s-block and d-block metals and most drew a line with a negative slope.</p>
<div class="question_part_label">b(iii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Although many here failed to score because the line crossed or touched one of the axes. A few sketched a graph reminiscent of first ionization energy against atomic number.</p>
<div class="question_part_label">b(iv).</div>
</div>
<br><hr><br>