A sample of 10 -2 kg each of 2 substances A and B with half lives of 4 and 8 sec respectively. The atomic weight of A and B are in the ratio of 1: 2. Find the amount of A&B after an interval of 16 sec. Also the report the ratio of initial rates of decay these two.

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askiitian.expert- chandra sekhar · Answer

Hi Kiran,

atomic weights ratio of A and B=1:2

implies the no of molecules of B in the sample will be half the no of molecules of A

after 16 seconds:

A will be 10^-2/16 kg

B will be 10^-2/4 kg

ratio of initial rates = k1*[A]/k2*[B]

k1/k2=8/4 =2 and [A]/[B] = 2

ratio of initial rates = k1*[A]/k2*[B] = 2*2=4

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A sample of 10 -2 kg each of 2 substances A and B with half lives of 4 and 8 sec respectively. The atomic weight of A and B are in the ratio of 1: 2. Find the amount of A&B after an interval of 16 sec. Also the report the ratio of initial rates of decay these two.

A sample of 10^-2 kg each of 2 substances A and B with half lives of 4 and 8 sec respectively. The atomic weight of A and B are in the ratio of 1: 2. Find the amount of A&B after an interval of 16 sec. Also the report the ratio of initial rates of decay these two.

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A sample of 10 -2 kg each of 2 substances A and B with half lives of 4 and 8 sec respectively. The atomic weight of A and B are in the ratio of 1: 2. Find the amount of A&B after an interval of 16 sec. Also the report the ratio of initial rates of decay these two.

A sample of 10-2 kg each of 2 substances A and B with half lives of 4 and 8 sec respectively. The atomic weight of A and B are in the ratio of 1: 2. Find the amount of A&B after an interval of 16 sec. Also the report the ratio of initial rates of decay these two.

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A sample of 10^-2 kg each of 2 substances A and B with half lives of 4 and 8 sec respectively. The atomic weight of A and B are in the ratio of 1: 2. Find the amount of A&B after an interval of 16 sec. Also the report the ratio of initial rates of decay these two.