Decay constants of two radio-active samples A and B are 15x and 3x zospectively. They have equal number of initial nuclci. The ratio of the number of nuclei left in A and B after a time 1/(6x) is :

Decay constants of two radio-active samples A and B are 15x and 3x zos

1.	Decay constants of two radio-active samples A and B are 15x and 3x zospectively. They have equal number of initial nuclci. The ratio of the number of nuclei left in A and B after a time 1/(6x) is :
Answer» `E^(-2)` e `e^(2)` `e^(-1)` Solution :`N_(1)=N_(01e^(-lambda_(1)t))=N_(0)e^(-15 XX 1/(6x)=N_(0)e^(-5//2)` `N_(2)=N_(02e^(-lambda_(2)t)=N_(0)e^(-3x xx 1/(6x)=N_(0)e^(-1//2)` `N_(1)/N_(2)=e^(-2)`

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Decay constants of two radio-active samples A and B are 15x and 3x zospectively. They have equal number of initial nuclci. The ratio of the number of nuclei left in A and B after a time 1/(6x) is :

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