7. What is the energy released in this ß nuclear reaction 24 Na +Ne +, e?...
8. A neutron causes 7 Ac to change according to the following reaction: }n +" Ac →X +y The 4X nucleus subsequently undergoes B decay, and its daughter does too. What is the atomic number of the final nucleus? x 90
8, what is the energy released in this 3" nuclear reaction u) e? (The atomic mass of 22Na is 21.994436 u and that of 22 Ne is 21.991385 Na → Ne + x 2.3315445 Mev
A neutron causes 90232Th to change according to the following reaction: 01n + 90232Th ? ZAX + ? The ZAX nucleus subsequently undergoes ?- decay, and its daughter does too. What is the atomic mass number of the final nucleus?
6. What is the energy released in this ß nuclear reaction 140.910962 u) Ba → La + le? (The atomic mass of 141 Ba is 140.914411 u and that of MLa is 57 MeV
6. What is the energy released in this ß nuclear reaction 140.910962 u) Ba → La + le? (The atomic mass of 141 Ba is 140.914411 u and that of MLa is 57 MeV
A neutron causes 90232Th to change
according to the following reaction:
01n + 90232Th ?
ZAX + ?
The ZAX nucleus subsequently undergoes ?-
decay, and its daughter does too. What is the atomic mass
number of the final nucleus?
Here is a picture of the question if it is easier to read:
What is the energy released in this nuclear reaction 1223Mg → 1323Al + -10e? (The atomic mass of 23Mg is 22.994123 u and that of 23Al is 22.989769 u). I got 3.54475 MeV but it is incorrect, pelase help and include steps, I really need to understand this problem!
Please include all the steps to help me understand the
problem.
Consider the following nuclear reaction 13c +e 13 0 and determine the Q value or total energy released (in MeV) in Consider the following nuclear reaction N → 6C + + v and determine the Q value or total energy released (in MeV) in this process. (Let the atomic mass of 12N be 13.0057 u, the atomic mass of 1 5.4858 x 1o-4 u.) be 13.0033 u and the...
Suppose some nucleus undergoes decay, releasing 5.4 MeV of
energy. If the daughter product of this reaction is 93X237 (atomic
mass = 237.04816) , it will recoil away as the particle leaves.
Determine (a) the energy of the daughter product and (b) the energy
of the particle (atomic mass = 4.002603 u). Assume that the energy
of each particle is kinetic energy, and ignore any other small
amounts of energy that might be carried away by other emissions. In
addition,...
86X212 (atomic mass = 211.99068 u) undergoes decay. Assuming all the released energy is in the form of kinetic energy of the particle (atomic mass = 4.002603 u) and ignoring the recoil of the daughter nucleus (84X1208 atomic mass = 207.98123 u), find the speed of the particle. Ignore relativistic effects. Number Units
What is the energy released in this β−β−nuclear reaction 239
93Np→239 94Pu+0−1e932 39Np→942 39Pu+−10e? (The atomic mass of
239Np239Np is 239.052939 u and that of 239Pu239Pu is 239.052163
u)
6. What is the energy released in this β 239.052163 u) nuclear reaction 9Np → 9 Pu + ,e? (The atomic mass of 239 Np is 239.052939 u and that of 239Pu is MeV
6. What is the energy released in this β 239.052163 u) nuclear reaction 9Np → 9 Pu...