The samarium-147 nuclide radioactively decays by alpha emission. Write a balanced nuclear chemical equation that describes this process.

1 answer

The radioactive decay of samarium-147 (\(^{147}_{62}\text{Sm}\)) by alpha emission can be represented by the following balanced nuclear equation:

\[ ^{147}{62}\text{Sm} \rightarrow ; ^{143}{58}\text{Ce} + ; ^4_{2}\text{He} \]

In this equation:

  • \(^{147}_{62}\text{Sm}\) is samarium-147.
  • \(^{143}_{58}\text{Ce}\) is cerium-143, the daughter nuclide produced from the decay.
  • \(^{4}_{2}\text{He}\) represents the alpha particle emitted during the decay process.

The sum of the atomic numbers and the mass numbers on both sides of the equation remain balanced, which is consistent with the principles of nuclear reactions.

Similar Questions
  1. alpha emission by plutonium 242write a nuclear equation
    1. answers icon 1 answer
  2. How do you write balanced equationsA. Neutron emission by 88Br B. Electron absorption by 116Sb C. Positron emission by 184Hg D.
    1. answers icon 1 answer
    1. answers icon 1 answer
  3. Use the equation to complete the activity.86 ^ 219 Rn 84 ^ 215 Po + alpha The nuclear equation shows the transmutation of a form
    1. answers icon 1 answer
more similar questions