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The half life of .38^90Sr is 28 years. T...

The half life of `._38^90Sr` is 28 years. The disintegration rate of 15 mg of this isotope is of the order of

A

`10^11` Bq

B

`10^10` Bq

C

`10^7` Bq

D

`10^9` Bq

Text Solution

Verified by Experts

The correct Answer is:
b

Here, `T_(1//2)`=28 years=`28xx3.154xx10^7` s
As number of atoms in 90 g of `._38^90Sr=6.023xx10^23`
`therefore ` Number of atoms in 15 mg of `._38^90Sr =(6.023xx10^23)/90xx15/1000`
i.e., `N=1.0038xx10^20`
Rate of disintegration, `=0.693/T N=(0.693xx1.0038xx10^20)/(28xx3.15xx10^7)`
`=7.877xx10^10 "Bq" approx 10^10` Bq
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