Let `N_(beta)` be the number of `beta` particles emitted by `1` gram of `Na^(24)` radioactive nuclei (half life `= 15` hrs) in `7.5` hours, `N_(beta)`
Let `N_(beta)` be the number of `beta` particles emitted by `1` gram of `Na^(24)` radioactive nuclei (half life `= 15` hrs) in `7.5` hours, `N_(beta)` is close to (Avogadro number `= 6.023 xx 10^(23) // "g. mole"`) :-
A. `7.5 xx 10^(21)`
B. `1.75 xx 10^(22)`
C. `6.2 xx 10^(21)`
D. `1.25 xx 10^(22)`
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Correct Answer - A
No. of nuclei remains at any instant
`N= N_(0)/(2^(t//T_(1//2)))=N_(0)/sqrt(2)`
`N_("decayed")=N_(0)-N=N_(0) [1-1/sqrt(2)]`
`=1/24xx6.023xx10^(23)xx0.3`
`~~7.5xx10^(21)`
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