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Consider the reaction, E₁= n+He He + y. a) Find the total energy transferred to the photon to four significant figures. Assume the reactants are initially at rest. Use the following atomic mass values when determining the total energy released: neutron 1.008665 u 3.016029 u helium-3 helium-4 4.002603 u Do not round until you are ready to write the solution. You will need to use conservation of momentum principle to solve this problem. It will be useful to use the mass of the *He, also known as an a particle, in the form 3727 MeV/c² for some parts of the problem. b) Find the amount of energy transferred to the alpha particle (*He). MeV

Consider the reaction, E₁= n+He He + y. a) Find the total energy transferred to the photon to four significant figures. Assume the reactants are initially at rest. Use the following atomic mass values when determining the total energy released: neutron 1.008665 u 3.016029 u helium-3 helium-4 4.002603 u Do not round until you are ready to write the solution. You will need to use conservation of momentum principle to solve this problem. It will be useful to use the mass of the *He, also known as an a particle, in the form 3727 MeV/c² for some parts of the problem. b) Find the amount of energy transferred to the alpha particle (*He). MeV

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Solve both a and b please. Thanks in advance!

Consider the reaction, E₁= n+He He + y. a) Find the total energy transferred to the photon to four significant figures. Assume the reactants are initially at rest. Use the following atomic mass values when determining the total energy released: neutron 1.008665 u 3.016029 u helium-3 helium-4 4.002603 u Do not round until you are ready to write the solution. You will need to use conservation of momentum principle to solve this problem. It will be useful to use the mass of the *He, also known as an a particle, in the form 3727 MeV/c² for some parts of the problem. b) Find the amount of energy transferred to the alpha particle (*He). MeV
Transcribed Image Text:Consider the reaction, E₁= n+He He + y. a) Find the total energy transferred to the photon to four significant figures. Assume the reactants are initially at rest. Use the following atomic mass values when determining the total energy released: neutron 1.008665 u 3.016029 u helium-3 helium-4 4.002603 u Do not round until you are ready to write the solution. You will need to use conservation of momentum principle to solve this problem. It will be useful to use the mass of the *He, also known as an a particle, in the form 3727 MeV/c² for some parts of the problem. b) Find the amount of energy transferred to the alpha particle (*He). MeV
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