Find the energy (in MeV) released when + decay converts 12X23 (atomic mass = 22.994124 u) into 11X23 (atomic mass = 22.989769 u). Notice that the first atomic mass includes the mass of 12 electrons, while the second atomic mass includes the mass of only 11 electrons.
+ decay converts 12X23 (atomic mass = 22.994124 u) into 11X23 (atomic mass = 22.989769 u).
Subtract both masses to find mass defect.
Mass defect=22.994124 -22.989769 u =0.004355 u
1amu = 931.46 MeV
the energy (in MeV) released =0.004355 *931.46 MeV
=4.056 MeV
Find the energy (in MeV) released when + decay converts 12X23 (atomic mass = 22.994124 u)...
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Calculate the energy (in MeV) released when a decay converts uranium 232u (atomic mass = 232.037146 u) into thorium 228Th (atomic mass = 228.028731 u). The atomic mass of an a particle is 4.002603 u. 9.65MeV Submit Answer Incorrect. Tries 4/10 Previous Tries
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