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</div><h2>HL Paper 1</h2><div class="question">
<p class="p1">When a nucleus undergoes radioactive \({\beta ^ + }\) decay, the change in the number of particles in the universe is</p>
<p class="p1">A. <span class="Apple-converted-space"> </span>0.</p>
<p class="p1">B. <span class="Apple-converted-space"> </span>1.</p>
<p class="p1">C. <span class="Apple-converted-space"> </span>2.</p>
<p class="p1">D. <span class="Apple-converted-space"> </span>3.</p>
</div>
<br><hr><br><div class="question">
<p class="p1">The diagram shows four possible electron energy levels in the hydrogen atom.</p>
<p class="p1" style="text-align: center;"><img src="images/Schermafbeelding_2016-11-07_om_17.22.09.png" alt="M09/4/PHYSI/HPM/ENG/TZ1/28"></p>
<p class="p1">The number of different frequencies in the emission spectrum of atomic hydrogen that arise from electron transitions between these levels is</p>
<p class="p1">A. 0.</p>
<p class="p1">B. 2.</p>
<p class="p1">C. 4.</p>
<p class="p1">D. 6.</p>
</div>
<br><hr><br><div class="question">
<p class="p1">All the energy levels in a simple model of an atom are shown.</p>
<p class="p1" style="text-align: center;"><img src="images/Schermafbeelding_2016-08-29_om_11.44.03.png" alt="N15/4/PHYSI/HPM/ENG/TZ0/31"></p>
<p>The atom is excited so that an electron is promoted to the \( - {\text{0.50 eV}}\) energy level. How many different frequencies will be observed in the emission spectrum?</p>
<p>A. 3</p>
<p>B. 4</p>
<p>C. 5</p>
<p>D. 6</p>
</div>
<br><hr><br><div class="question">
<p class="p1">A nucleus of the isotope potassium-40 decays to a nucleus of the isotope argon-40. The reaction equation for this decay may be written as</p>
<p class="p1">\[_{{\text{19}}}^{{\text{40}}}{\text{K}} \to _{\;Z}^{{\text{40}}}{\text{Ar}} + {\text{X}} + \nu \]</p>
<p class="p1">Which of the following correctly identifies the proton number of argon-40 and the particle X?</p>
<p class="p1"><img src="images/Schermafbeelding_2016-11-08_om_06.48.51.png" alt="M10/4/PHYSI/HPM/ENG/TZ1/32"></p>
</div>
<br><hr><br><div class="question">
<p>Which of the following lists the particles emitted during radioactive decay in order of increasing ionizing power? </p>
<p>A. γ, β, α<br>B. β, α, γ <br>C. α, γ, β<br>D. α, β, γ</p>
</div>
<br><hr><br><div class="question">
<p>What is correct about the Higgs Boson?</p>
<p>A. It was predicted before it was observed.</p>
<p>B. It was difficult to detect because it is charged.</p>
<p>C. It is not part of the Standard Model.</p>
<p>D. It was difficult to detect because it has no mass.</p>
</div>
<br><hr><br><div class="question">
<p>\(_{\;{\text{6}}}^{{\text{11}}}{\text{C}}\) undergoes \({\beta ^ + }\) decay. The products of this decay are the \({\beta ^ + }\) particle, X and Y. What are X and Y?</p>
<p class="p1"><img src="images/Schermafbeelding_2016-08-29_om_11.48.55.png" alt="N15/4/PHYSI/HPM/ENG/TZ0/33"></p>
</div>
<br><hr><br><div class="question">
<p>Which of the following leads to a paradigm shift?</p>
<p>A. Multi-loop circuits</p>
<p>B. Standing waves</p>
<p>C. Total internal reflection</p>
<p>D. Atomic spectra</p>
</div>
<br><hr><br><div class="question">
<p>Which of the following would decrease the initial activity of a sample of plutonium?</p>
<p>A. Placing the sample in a lead container<br>B. Placing the sample in a dark room<br>C. Decreasing the mass of the sample<br>D. Decreasing the temperature of the sample</p>
</div>
<br><hr><br><div class="question">
<p>Which of the following gives evidence to support the existence of atomic energy levels?</p>
<p>A. Alpha particle scattering<br>B. Absorption spectra<br>C. The existence of isotopes<br>D. Beta decay</p>
</div>
<br><hr><br><div class="question">
<p>Which of the following is a correct list of particles upon which the strong nuclear force may act?</p>
<p>A. protons and neutrons<br>B. protons and electrons<br>C. neutrons and electrons<br>D. protons, neutrons and electrons</p>
</div>
<br><hr><br><div class="question">
<p>All isotopes of uranium must have the same</p>
<p>A. chemical properties.<br>B. mass.<br>C. half-life.<br>D. decay constant.</p>
</div>
<br><hr><br><div class="question">
<p>Identify the conservation law violated in the proposed reaction.</p>
<p><em> </em>p<sup>+</sup> + p<sup>+</sup> → p<sup>+</sup> + n<sup>0</sup> + <em>μ</em><sup>+</sup></p>
<p>A. Strangeness</p>
<p>B. Lepton number</p>
<p>C. Charge</p>
<p>D. Baryon number</p>
</div>
<br><hr><br><div class="question">
<p>Patterns in graphs help scientists make predictions. What can be deduced from a graph of neutron number versus proton number for all stable nuclides?</p>
<p>A. The short-range nature of the strong nuclear force</p>
<p>B. The increase of the binding energy per nucleon with proton number</p>
<p>C. The existence of quarks and leptons</p>
<p>D. The existence of alpha decay</p>
</div>
<br><hr><br><div class="question">
<p>A pure sample of nuclide A and a pure sample of nuclide B have the same activity at time <em>t</em> = 0. Nuclide A has a half-life of <em>T</em>, nuclide B has a half-life of <em>2T</em>.</p>
<p>What is \(\frac{{{\text{activity of A}}}}{{{\text{activity of B}}}}\) when <em>t</em> = 4<em>T</em>?</p>
<p>A. 4</p>
<p>B. 2</p>
<p>C. \(\frac{1}{2}\)</p>
<p>D. \(\frac{1}{4}\)</p>
</div>
<br><hr><br><div class="question">
<p class="p1">Protons and neutrons are held together in the nucleus by the</p>
<p class="p1">A. electrostatic force.</p>
<p class="p1">B. gravitational force.</p>
<p class="p1">C. weak nuclear force.</p>
<p class="p1">D. strong nuclear force.</p>
</div>
<br><hr><br><div class="question">
<p class="p1">A radioactive isotope has an initial activity \({A_0}\) and a half-life of 1 day. The graph shows how the activity \(A\) varies with time.</p>
<p class="p2" style="text-align: center;"><img src="images/Schermafbeelding_2016-11-08_om_10.14.05.png" alt="N09/4/PHYSI/HPM/ENG/TZ0/30"></p>
<p class="p1">The ratio \(\frac{{{A_0}}}{{{A_2}}}\) is equal to which of the following?</p>
<p class="p1">A. <span class="Apple-converted-space"> </span>\(\frac{{{A_1}}}{{{A_3}}}\)</p>
<p class="p1">B. <span class="Apple-converted-space"> </span>\(\frac{{{A_0}}}{{{A_3}}}\)</p>
<p class="p1">C. <span class="Apple-converted-space"> </span>\(\frac{{{A_0}}}{2}\)</p>
<p class="p1">D. <span class="Apple-converted-space"> </span>\(\frac{{{A_3}}}{3}\)</p>
</div>
<br><hr><br><div class="question">
<p>A pure sample of a known element has a very long half-life. What measurement(s), together with the initial activity of the sample, must be made in order to measure the half-life of the element?</p>
<p>A. The activity of the sample after a given period of time.</p>
<p>B. The mass of the sample after a given period of time.</p>
<p>C. The activity and the mass of the sample after a given period of time.</p>
<p>D. The mass of the sample.</p>
</div>
<br><hr><br><div class="question">
<p>The de Broglie wavelength of an electron is equal to the wavelength of a photon that has energy <em>E</em>. What is the momentum of the electron?</p>
<p>A. \(\frac{E}{c}\)</p>
<p>B. \(\frac{E}{hc}\)</p>
<p>C. \(\frac{hc}{E}\)</p>
<p>D. \(\frac{{{m_e}{c^2}}}{{hE}}\)</p>
</div>
<br><hr><br><div class="question">
<p>A unit in which mass defect can be measured is</p>
<p>A. MeV.<br>B. MeV c<sup>–1</sup>.<br>C. MeV c<sup>–2</sup>.<br>D. MeV per nucleon.</p>
</div>
<br><hr><br><div class="question">
<p>The nuclear reaction represented by</p>
<p>\[{}_0^1{\rm{n + }}{}_{92}^{235}{\rm{U}} \to {}_{56}^{141}{\rm{Ba + }}{}_{36}^{92}{\rm{Kr + 3}}{}_0^1{\rm{n}}\]</p>
<p>is an example of</p>
<p>A. nuclear fusion.<br>B. nuclear fission.<br>C. artificial transmutation.<br>D. radioactive decay.</p>
</div>
<br><hr><br><div class="question">
<p>A proton decays to a neutron. The other products of the decay are a</p>
<p>A. positron and neutrino.<br>B. positron and antineutrino.<br>C. electron and neutrino.<br>D. electron and antineutrino.</p>
</div>
<br><hr><br><div class="question">
<p>Evidence for the existence of isotopes can come from analysis of</p>
<p>A. the closest approach distance from charged particle scattering experiments.<br>B. the discrete energies of alpha particles from a given nuclide.<br>C. the range of energies of beta particles from a given nuclide.<br>D. the paths taken by ions in a Bainbridge mass spectrometer.</p>
</div>
<br><hr><br><div class="question">
<p>The half-life of a radioactive nuclide is 20s. What fraction of the original sample will have decayed in one minute?</p>
<p>A. \(\frac{1}{8}\)</p>
<p>B. \(\frac{1}{4}\) </p>
<p>C. \(\frac{1}{2}\)</p>
<p>D. \(\frac{7}{8}\)</p>
</div>
<br><hr><br><div class="question">
<p class="p1">The energies of alpha particles and of gamma-rays emitted in radioactive decay are discrete. This observation is evidence for</p>
<p class="p1">A. atomic energy levels.</p>
<p class="p1">B. nuclear energy levels.</p>
<p class="p1">C. nuclei having more neutrons than protons.</p>
<p class="p1">D. the existence of isotopes.</p>
</div>
<br><hr><br><div class="question">
<p>A radioactive nuclide decays to a stable daughter nuclide. Initially the sample consists entirely of atoms of the radioactive nuclide. What fraction of the sample consists of the daughter nuclide after four half-lives?</p>
<p>A. \(\frac{{15}}{{16}}\)</p>
<p>B. \(\frac{{1}}{{16}}\)</p>
<p>C. \(\frac{{1}}{{8}}\)</p>
<p>D. \(\frac{{7}}{{8}}\)</p>
</div>
<br><hr><br><div class="question">
<p>The lowest four energy levels of a particular atom are represented in the energy level diagram below.</p>
<p><img src="data:image/png;base64,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" alt></p>
<p>Planck’s constant is <em>h</em>. What is the highest frequency in the atom’s emission spectrum that is associated with these levels?</p>
<p><br>A. \(\frac{{{E_3}}}{h}\)</p>
<p><br>B. \(\frac{{{E_0}}}{h}\)</p>
<p><br>C. \(\frac{{{E_3} - {E_0}}}{h}\)</p>
<p><br>D. \(\frac{{{E_3} - {E_2}}}{h}\)</p>
</div>
<br><hr><br><div class="question">
<p>The graph shows the variation with time <em>t</em> of the activity <em>A</em> of a radioactive sample. The energy released in each decay is <em>E</em>. The shaded area is equal to <em>S</em>.</p>
<p><img src="data:image/png;base64,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" alt></p>
<p>What does the quantity <em>S</em> \( \times \) <em>E</em> represent?</p>
<p>A. Average energy produced in 2 s.<br>B. Average power produced in 2 s.<br>C. Total energy produced in 2 s.<br>D. Maximum power produced in 2 s.</p>
</div>
<br><hr><br><div class="question">
<p>The diagram shows three electron energy levels of an atom. Which transition results in the emission of a photon of the longest wavelength?</p>
<p><img 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" alt></p>
</div>
<br><hr><br><div class="question">
<p>When compared with beta particles and gamma-ray photons, alpha particles have the greatest</p>
<p>A. mass.<br>B. penetrating power.<br>C. range in air.<br>D. speed.</p>
</div>
<br><hr><br><div class="question">
<p>An alpha particle is directed head-on towards a nucleus of an isotope of iron. A second alpha particle, with the same energy as the first, is directed head-on towards a different isotope of iron.</p>
<p>Which of the following is a comparison of the distances of closest approach of the two alpha particles and the forces experienced by the alpha particles at the point of closest approach?</p>
<p><img 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" alt></p>
</div>
<br><hr><br><div class="question">
<p>In the nuclear reaction X + Y → Z + W, involving nuclides X, Y, Z and W, energy is released. Which is correct about the masses (<em>M</em>) and the binding energies (<em>BE</em>) of the nuclides?</p>
<p><img 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"></p>
</div>
<br><hr><br><div class="question">
<p>What is the charge on an electron antineutrino and during what process is an electron antineutrino produced?</p>
<p><img 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" alt></p>
</div>
<br><hr><br><div class="question">
<p>The arrows below indicate transitions involving three energy levels of an atom. The wavelength of the photon emitted in each transition is indicated.</p>
<p><img 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" alt></p>
<p>Which of the following relationships between the wavelengths is correct?</p>
<p>A. \({\lambda _1} = {\lambda _2} + {\lambda _3}\)</p>
<p>B. \({\lambda _1} = {\lambda _3} - {\lambda _2}\)</p>
<p>C. \(\frac{1}{{{\lambda _1}}} = \frac{1}{{{\lambda _2}}} + \frac{1}{{{\lambda _3}}}\)</p>
<p>D. \(\frac{1}{{{\lambda _1}}} = \frac{1}{{{\lambda _2}}} - \frac{1}{{{\lambda _3}}}\)</p>
</div>
<br><hr><br><div class="question">
<p>A fission reaction for uranium is</p>
<p>\[{}_{92}^{235}{\rm{U}} + {\rm{n}} \to {}_{56}^{141}{\rm{Ba}} + {}_Z^A{\rm{Kr}} + 3{\rm{n}}\]</p>
<p>where n is the neutron. Which of the following gives the value of the nucleon number <em>A</em> and proton number <em>Z</em> for the krypton (Kr)?</p>
<p><img src="data:image/png;base64,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" alt></p>
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<p>The diagram below shows some of the energy levels available to an electron in a caesium atom.</p>
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<p><img style="display: block; margin-left: auto; margin-right: auto;" 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" 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<p>Photons of energy 0.9eV pass through a sample of low pressure caesium vapour. Which of the following gives the energy transition of the electron when a photon is absorbed?</p>
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<p>From -3.9eV to 0</p>
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<p>From -2.5eV to -1.6eV</p>
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<p>From -1.6eV to -2.5eV</p>
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<p>From 0 to -3.9eV</p>
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</ol>
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<p>The nuclei in a sample of a radioactive isotope decay by emitting α and γ particles. Which of the following is correct for the energies of the α particles and for the energies of the γ particles?</p>
<p><img 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" alt></p>
</div>
<br><hr><br><div class="question">
<p>The graph shows the relationship between binding energy per nucleon and nucleon number. In which region are nuclei most stable?</p>
<p><img 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" alt></p>
</div>
<br><hr><br><div class="question">
<p>The diagram shows the three lowest energy levels of an atom.</p>
<p><img 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" alt></p>
<p>Which diagram shows the emission line spectrum associated with electron transitions from energy level X?</p>
<p><img 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" alt></p>
</div>
<br><hr><br><div class="question">
<p>Some of the energy levels for a hydrogen atom are shown in the diagram.<br><img src="data:image/png;base64,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" alt></p>
<p>The table shows four photons with their corresponding energies.<br><img 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" alt></p>
<p>Each photon is incident on a hydrogen atom in its ground state. Which photons could be absorbed by the atom?</p>
<p>A. W only</p>
<p>B. X and Y only</p>
<p>C. Y and Z only</p>
<p>D. X, Y and Z only</p>
</div>
<br><hr><br><div class="question">
<p>The diagram shows four energy levels W, X, Y and Z of an atom.</p>
<p><img 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" alt></p>
<p>Which electron transition will produce a photon of the longest wavelength and which transition will produce a photon with the highest frequency?</p>
<p><img 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" alt></p>
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<p>In a fission reaction, the total mass and the total binding energy before the reaction are <em>M</em><sub>i</sub> and <em>E</em><sub>i</sub> respectively, where the binding energy is defined as a positive quantity. After the reaction the total mass is <em>M</em><sub>f</sub> and the total binding energy is <em>E</em><sub>f</sub> . Which of the following correctly compares the total masses and the total binding energies?</p>
<p> </p>
<p><img 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" 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<p>The diagram shows three energy levels of the hydrogen atom and some of the associated electron transitions between the levels.</p>
<p><img 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" alt></p>
<p>Which labelled electron transition gives rise to the photon with the greatest wavelength and which gives rise to the photon with the smallest wavelength?</p>
<p><img 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" alt></p>
</div>
<br><hr><br><div class="question">
<p>The structure of the atom was investigated by firing alpha particles from a source at a thin foil of gold. The basic set-up of the apparatus is shown.</p>
<p><img 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" alt></p>
<p>Which graph shows the variation in the number of scattered alpha particles with scattering angle \(\theta \)?</p>
<p><img 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" alt></p>
</div>
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