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JEE Advanced 2018Paper 2
Exam
JEE Advanced
Year
2018
Paper
Paper 2
Subject
Physics
Chapter
Nuclear Physics

JEE Advanced 2018 · Paper 2 · Physics · Nuclear Physics

In a radioactive decay chain, _ 90 ^ 232 Th nucleus decays to _ 82...

In a radioactive decay chain, 90232Th{}_{90}^{232}Th nucleus decays to 82212Pb{}_{82}^{212}Pb nucleus. Let NαandNβ{N}_{\alpha}\text{and}{N}_{\beta} be the number of αandβ−\alpha\text{and}{\beta}^{-} particles, respectively, emitted in this decay process. Which of the following statements is (are) true?

Options

  1. ANα=5{N}_{\alpha} = 5
  2. BNα=6{N}_{\alpha} = 6
  3. CNβ=2{N}_{\beta} = 2
  4. DNβ=4{N}_{\beta} = 4

Correct answer

A. Nα=5{N}_{\alpha} = 5

Step-by-step solution

{}_{90}^{232}Thisconvertingintois converting into{}_{82}^{212}Pb<br/>Changeinmassnumber(A)=232−212=20<br />Change in mass number \left(A\right) = 232 - 212 = 20

Mass number of an α\alpha particle =4= 4
∴∴ No of αparticle=204=5\alpha\text{particle} = \dfrac{20}{4} = 5
Due to 5α5\alpha particle, ZZ will change by 1010 unit.
Since given change is 88, therefore no. of β−{\beta}^{-} particle is 22.

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