A nucleus with `Z = 92` emits the following in a sequence `a, beta^(bar) , beta^(bar)a,a,a,a,a, beta^(bar) , beta^(bar) , a, beta^(+) , beta^(+) , a ` Them `Z` of the resulting nucleus is
A
`76`
B
`78`
C
`82`
D
`74`
Text Solution
Verified by Experts
The correct Answer is:
B
The number of `a - particle released = 8` Therefore the atomic number should decreases by `16` The number of `beta^(bar) - particle released = 4 ` Therefore the atomic number should increases by `4` Also the number of `beta ^(+)` particle released is `2` which should decreases the atomic number is `92 - 16 + 4 - 2 = 78`
SUNIL BATRA (41 YEARS IITJEE PHYSICS)|Exercise Comprehension Based Questions|2 Videos
MOVING CHARGES AND MAGNETISM
SUNIL BATRA (41 YEARS IITJEE PHYSICS)|Exercise MCQs(d )|1 Videos
Similar Questions
Explore conceptually related problems
A nucleus with Z =92 emits the following in a sequence: alpha,beta^(-),beta^(-),alpha,alpha,alpha,alpha,alpha,beta^(-),beta^(-),alpha,beta^(+),beta^(+),alpha . The Z of the resulting nucleus is
A nucleus with Z=92 emits the following in a sequence alpha, alpha, beta^(-), beta^(-), alpha, alpha, alpha, alpha, beta^(-), beta^(-), alpha, beta^(+), alpha . The Z of the resulting nucleus is
A nucleus with atomic number Z (Z = 92) emits the following particles in a sequence alpha, beta^(-), alpha, alpha, beta^(-), beta^(+), alpha, beta^(-), alpha, beta^(+) . The atomic number of the resulting nucleus is
When an atom undergoes beta^(bar) decay
A nucleus ._n X^m emits one alpha and one beta particles. The resulting nucleus is.
An elements A undergoes successive radioactive decay following sequences beta^(-),beta^(-),X,beta^(-),Y to form product B.
A nucleus ._n^ m X emits one alpha- particle and two beta- particles. The resulting nucleus is
SUNIL BATRA (41 YEARS IITJEE PHYSICS)-MODERN PHYSICS-MCQ (One Correct Answer