What this quiz covers
This quiz focuses on Fission Fusion And Nuclear Decay, giving you a quick way to practice the rules, question types, and explanations that matter most for AP Physics 2.
In a bombarding experiment, 14N absorbs an alpha particle and becomes 17O plus another particle. Which statement best identifies the reaction type?
AP Physics 2 Quiz
Practice Fission Fusion And Nuclear Decay in AP Physics 2 with focused quiz questions that help you check what you know, review explanations, and build confidence with test-style prompts.
This quiz focuses on Fission Fusion And Nuclear Decay, giving you a quick way to practice the rules, question types, and explanations that matter most for AP Physics 2.
Try each quiz question before looking at the correct answer. Use the explanations to review missed ideas, then come back to similar questions until the pattern feels familiar.
In a bombarding experiment, 14N absorbs an alpha particle and becomes 17O plus another particle. Which statement best identifies the reaction type?
Explanation: This question tests understanding of fission, fusion, and nuclear decay. When nitrogen-14 absorbs an alpha particle (helium-4), the nuclei combine to form a heavier nucleus, which is the defining characteristic of fusion. The reaction produces oxygen-17 plus a proton, conserving both mass number (14+4=17+1) and atomic number (7+2=8+1). Fusion requires overcoming the electrostatic repulsion between positively charged nuclei, which is why bombardment experiments use high-energy particles. Choice C incorrectly calls this alpha decay, which is emission rather than absorption of an alpha particle. The key insight is that fusion involves combining nuclei, not splitting or emitting particles.
In the Sun, net fusion converts four protons into one 4He nucleus plus other particles. Which statement best explains why energy is released?
Explanation: This question tests understanding of fission, fusion, and nuclear decay. In stellar fusion, four hydrogen nuclei (protons) ultimately combine through a series of reactions to form one helium-4 nucleus, releasing tremendous energy. The helium nucleus has significantly less mass than four separate protons, and this mass defect is converted directly to energy according to Einstein's equation E=mc². This occurs because helium-4 has much greater binding energy per nucleon than individual protons, representing a more stable nuclear configuration where nucleons are bound more tightly. Choice C incorrectly claims mass is conserved exactly, missing the fundamental principle that nuclear energy comes from mass-energy conversion. To understand fusion energy, remember that nuclear energy comes from changes in binding energy, with the mass defect converting to released energy.
A nucleus undergoes β+ decay: 22Na→22Ne+e++ν. Which change occurs in the nucleus?
Explanation: This question tests understanding of fission, fusion, and nuclear decay. Beta-plus (β⁺) decay occurs when a proton in the nucleus converts to a neutron, emitting a positron and neutrino. This decreases the atomic number by 1 (from 11 for sodium to 10 for neon) while the mass number remains constant at 22. The energy released comes from mass-energy equivalence: the slight mass difference between initial and final nuclear states is converted to kinetic energy of the emitted particles. Choice D incorrectly attributes energy to electron orbital transitions (a misconception confusing nuclear decay with atomic processes). The key is that nuclear decay changes the nucleus composition through binding energy changes.
In a fusion experiment, 2H+3H→4He+n+energy. Which statement best explains why very high temperature is required?
Explanation: This question tests understanding of fission, fusion, and nuclear decay. Fusion requires extremely high temperatures because the positively charged nuclei must overcome their strong electrostatic repulsion to get close enough for the strong nuclear force to bind them. At high temperatures, nuclei have sufficient kinetic energy to approach within about 10⁻¹⁵ meters where nuclear forces dominate. The energy released comes from the mass defect when lighter nuclei form a more tightly bound heavier nucleus, converting mass to energy via E=mc². Choice B incorrectly attributes fusion to chemical bonding, which involves only electrons, not nuclear processes. Remember that fusion requires overcoming Coulomb repulsion between positive nuclei, which demands extreme temperatures like those in stellar cores.
A star's core produces energy mainly by combining hydrogen nuclei into helium. Which statement best distinguishes this from fission in reactors?
Explanation: This question tests understanding of fission, fusion, and nuclear decay. Fusion in stars combines light nuclei (like hydrogen) into heavier ones (like helium), requiring extreme temperatures to overcome Coulomb repulsion between positive nuclei. Fission in reactors splits heavy nuclei (like uranium) into lighter fragments, typically initiated by neutron absorption at relatively low temperatures. Both processes release energy through mass-energy conversion when products have higher binding energy per nucleon than reactants. Choice B reverses the definitions, incorrectly stating fusion splits and fission combines. Remember the distinction: fusion fuses light nuclei at high temperatures, while fission splits heavy nuclei often triggered by thermal neutrons.
A nucleus undergoes α decay: 238U→234Th+4He. Which change occurs to the parent nucleus?
Explanation: This question tests understanding of fission, fusion, and nuclear decay. Alpha decay occurs when a nucleus emits an alpha particle (helium-4 nucleus), which contains 2 protons and 2 neutrons. This emission decreases the parent nucleus's mass number by 4 (total nucleons lost) and atomic number by 2 (protons lost), as seen when uranium-238 becomes thorium-234. The energy for this decay comes from the mass difference between the parent nucleus and the combined mass of the daughter nucleus plus alpha particle. Choice A reverses the changes to mass number and atomic number, a common error when students confuse which number represents what. Remember that in alpha decay, the mass number drops by 4 and atomic number drops by 2, following the composition of the emitted helium nucleus.
A deuterium nucleus and a tritium nucleus undergo fusion to form 4He and a neutron. Which statement best explains why high temperature is required?
Explanation: This question tests understanding of fission, fusion, and nuclear decay. Fusion of light nuclei requires extremely high temperatures because the positively charged nuclei must overcome their strong electrostatic repulsion to get close enough for the strong nuclear force to bind them. At high temperatures, nuclei have sufficient kinetic energy to approach within about 10^-15 meters, where the attractive strong force overcomes electrostatic repulsion. The fusion of deuterium and tritium releases energy because helium-4 has higher binding energy per nucleon than the reactants, converting mass to energy via E=mc². Choice B incorrectly invokes chemical bonds, which are irrelevant to nuclear processes. The key principle is that fusion requires overcoming Coulomb repulsion through high kinetic energy.
A nucleus emits an alpha particle, changing from 238U to 234Th. Which statement correctly identifies the emitted particle?
Explanation: This question tests understanding of fission, fusion, and nuclear decay. An alpha particle is a helium-4 nucleus consisting of 2 protons and 2 neutrons, which explains why uranium-238 (92 protons) becomes thorium-234 (90 protons) after alpha emission. The mass number decreases by 4 (from 238 to 234) because the alpha particle carries away 2 protons and 2 neutrons. Alpha decay occurs in heavy nuclei that have too many protons and neutrons, and emitting an alpha particle helps the nucleus move toward stability. Choice B incorrectly describes beta decay, confusing the type of particle emitted. The key is recognizing that alpha particles are helium nuclei that reduce both atomic and mass numbers.
In a reactor, a 235U nucleus absorbs a neutron and undergoes fission into two medium nuclei plus 3 neutrons. Which statement best explains why energy is released?
Explanation: This question tests understanding of fission, fusion, and nuclear decay. In nuclear fission, a heavy nucleus like U-235 splits into two medium-sized nuclei after absorbing a neutron. The key insight is that the binding energy per nucleon is higher for medium-mass nuclei than for very heavy nuclei, meaning the products are more tightly bound. This increase in binding energy per nucleon corresponds to a greater mass defect (the difference between the mass of separated nucleons and the bound nucleus), and this "missing" mass is converted to energy according to Einstein's equation E=mc². Choice B incorrectly attributes the energy to chemical bonds, which involve electrons rather than nuclear processes. The strategy to remember is that nuclear energy comes from changes in binding energy, with more tightly bound products releasing energy.
In a hydrogen bomb stage, deuterium and tritium combine: 2H+3H→4He+n. Which statement best explains why energy is released?
Explanation: This question tests understanding of fission, fusion, and nuclear decay. In deuterium-tritium fusion, two hydrogen isotopes combine to form helium-4 plus a neutron, releasing tremendous energy. The helium-4 nucleus has much greater binding energy per nucleon than either deuterium or tritium, meaning its nucleons are bound much more tightly. This increase in binding energy per nucleon corresponds to a mass defect—the products have less total mass than the reactants—and this missing mass is converted to kinetic energy of the helium nucleus and neutron. Choice D incorrectly suggests fusion occurs easily at low temperature, when actually it requires extreme conditions to overcome electrostatic repulsion between positive nuclei. When analyzing fusion reactions, remember that nuclear energy comes from changes in binding energy, with products having higher binding energy per nucleon than reactants.
A nucleus emits an alpha particle: 238U→234Th+α. Which statement best explains why energy is released?
Explanation: This question tests understanding of fission, fusion, and nuclear decay. Alpha decay occurs when a heavy nucleus emits an alpha particle (helium-4 nucleus), transforming uranium-238 into thorium-234. Energy is released because the combined binding energy of the thorium nucleus plus the alpha particle exceeds that of the original uranium nucleus. This increase in total binding energy means the products are more stable, and the corresponding mass defect is converted to kinetic energy of the alpha particle and recoiling thorium nucleus. Choice D incorrectly calls alpha decay a type of fusion, when it's actually a decay process that reduces nuclear size rather than combining nuclei. To analyze nuclear reactions correctly, remember that nuclear energy comes from changes in binding energy—products with greater total binding energy have less mass than reactants.
A nucleus undergoes α decay: 238U→234Th+4He+energy. Which statement best explains why energy is released?
Explanation: This question tests understanding of fission, fusion, and nuclear decay. Alpha decay occurs when a heavy nucleus emits an alpha particle (helium-4 nucleus), decreasing its mass number by 4 and atomic number by 2. The energy released comes from mass-energy equivalence: the combined mass of thorium-234 and helium-4 is less than the original uranium-238, and this mass defect (Δm) is converted to kinetic energy via E=Δmc². The products have greater binding energy per nucleon, making them more stable than the parent nucleus. Choice A incorrectly attributes energy to chemical bonding (a misconception confusing nuclear and chemical processes). Remember that nuclear energy comes from changes in binding energy, manifested as mass differences.
A 239Pu nucleus splits into two medium-mass nuclei and releases several neutrons. Which statement correctly distinguishes this from fusion?
Explanation: This question tests understanding of fission, fusion, and nuclear decay. Nuclear fission occurs when a heavy nucleus like plutonium-239 splits into two medium-mass fragments plus several neutrons, releasing energy because the products have higher binding energy per nucleon than the original heavy nucleus. This contrasts with fusion, where light nuclei combine to form heavier ones, typically occurring with hydrogen isotopes forming helium. The mass of the fission products is less than the original plutonium nucleus, and this mass defect converts to kinetic energy of the fragments and neutrons. Choice A incorrectly calls this fusion and misunderstands that adding a neutron to trigger fission is not the same as fusion combining nuclei. The key distinction is that fission splits heavy nuclei while fusion combines light nuclei, both releasing energy when products have higher binding energy per nucleon.
In a reactor, a 235U nucleus absorbs a neutron and splits into two smaller nuclei plus 3 neutrons. Which statement best explains why energy is released?
Explanation: This question tests understanding of fission, fusion, and nuclear decay. In nuclear fission, a heavy nucleus splits into lighter fragments, and the key to energy release lies in mass-energy equivalence: when the total mass of products is less than the reactants, the missing mass converts to energy via E=mc². The fission products have higher binding energy per nucleon than the original uranium nucleus, meaning they are more tightly bound and have less mass overall. This mass defect becomes the kinetic energy of the fragments and radiation. Choice A incorrectly attributes energy to chemical electron bonds rather than nuclear binding energy, confusing atomic-scale with nuclear-scale processes. The strategy to remember is that nuclear energy comes from changes in binding energy, where more tightly bound products mean mass converts to energy.
In fission, 235U splits into two medium nuclei and neutrons, releasing energy. Which statement best explains the energy source?
Explanation: This question tests understanding of fission, fusion, and nuclear decay. In nuclear fission, the energy released comes from the difference in nuclear binding energy between reactants and products. The fission fragments have greater binding energy per nucleon than uranium-235, meaning they are more tightly bound and stable. This increased binding energy manifests as a mass defect - the products have less total mass than the reactants, and this missing mass is converted to energy via E=mc². Choice B incorrectly states products have increased mass (a misconception reversing the mass-energy relationship). Remember that nuclear energy comes from changes in binding energy, always resulting in lower total mass for energy-releasing reactions.
A nucleus emits a gamma ray: 60Co∗→60Co+γ. Which quantity changes in the nucleus?
Explanation: This question tests understanding of fission, fusion, and nuclear decay. Gamma decay occurs when an excited nucleus (Co-60*) releases energy by emitting a high-energy photon without changing its composition - the mass number and atomic number remain the same. The energy comes from the nucleus transitioning from a higher to lower energy state, with the energy difference carried away by the gamma ray according to E=hf. This is pure energy emission with no change in nucleon number or arrangement. Choice D incorrectly suggests only electron configuration changes (a misconception confusing nuclear and atomic processes). The strategy is that nuclear energy comes from changes in binding energy, and gamma emission represents energy release without composition change.
A nucleus emits a gamma ray after a prior decay step. Which statement best describes gamma emission?
Explanation: This question tests understanding of fission, fusion, and nuclear decay. Gamma emission occurs when an excited nucleus transitions to a lower energy state by emitting a high-energy photon, without changing either the mass number or atomic number of the nucleus. This often follows other decay processes that leave the nucleus in an excited state, and the gamma ray carries away the excess energy as the nucleus settles into a more stable configuration. The energy comes from the difference between nuclear energy levels, analogous to electron transitions but at much higher energies. Choice B incorrectly describes beta decay, which would change the atomic number by converting a neutron to a proton. Remember that gamma emission is pure energy release without particle emission, preserving both A and Z while the nucleus drops to a lower energy state.
A fusion reactor targets 2H+3H→4He+n+energy. Which statement best explains why very high temperature is required?
Explanation: This question tests understanding of fission, fusion, and nuclear decay. Fusion requires extremely high temperatures because the positively charged nuclei must overcome their strong electrostatic repulsion to get close enough for the strong nuclear force to bind them. At high temperatures, nuclei have sufficient kinetic energy to overcome this Coulomb barrier. Once fused, the helium nucleus has greater binding energy per nucleon than the hydrogen isotopes, and the mass defect is converted to energy via E=mc². Choice B incorrectly suggests breaking chemical bonds (a misconception confusing nuclear fusion requirements with chemical reactions). Remember that nuclear energy comes from changes in binding energy, but fusion requires overcoming electrostatic repulsion first.
In a reactor, a slow neutron is absorbed: 235U+n→141Ba+92Kr+3n+energy. Which statement best explains why energy is released?
Explanation: This question tests understanding of fission, fusion, and nuclear decay. In nuclear fission, a heavy nucleus like uranium-235 absorbs a neutron and splits into lighter nuclei (barium and krypton), releasing additional neutrons and energy. The energy comes from mass-energy equivalence: the total mass of the products is slightly less than the reactants, and this missing mass (mass defect) is converted to energy according to E=mc². The products have greater binding energy per nucleon than the original uranium nucleus, meaning they are more stable and the excess binding energy is released. Choice A incorrectly suggests chemical bonding (a misconception that confuses nuclear and chemical processes). The key strategy is that nuclear energy comes from changes in binding energy, not from chemical bonds or electron rearrangements.
A chain reaction is sustained when neutrons from one fission trigger additional fissions. Which condition most directly helps sustain the chain reaction?
Explanation: This question tests understanding of fission, fusion, and nuclear decay. A nuclear chain reaction sustains itself when each fission event produces neutrons that trigger additional fissions, requiring a critical mass of fissile material where at least one neutron per fission causes another fission on average. The key is maintaining the neutron multiplication factor at or above 1, which depends on having sufficient fissile nuclei density and proper neutron moderation. Energy release comes from the mass defect when heavy nuclei split into lighter fragments with higher total binding energy. Choice C incorrectly focuses on chemical electron sharing rather than nuclear processes, confusing atomic bonding with nuclear reactions. The strategy for chain reactions is ensuring neutron economy: enough fissile material so emitted neutrons cause further fissions rather than escaping or being absorbed without fission.