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The half - life of a radioactive substance is 20 min. The approximate time interval t2-t1 between the time t2 when 2/3 of it has decayed and time t1 when 1/3 of it had decayed is ;
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N=N0e-t( N is the number of sample left, and N0is the number of sample at the beginning is decay constant which is, =ln2T)
According to the question, t2 is the time when 2/3 of the sample is decayed.
23N0=N0e-t2
According to the question, t1 is the time when 1/3 of the sample is decayed.
13N0=N0e-t1
Dividing above two equation with each other, we get
2=et2-t1
ln2= t2-t1
ln2= ln2Tt2-t1
t2-t1=T=20 min
Hence the correct option is B, i.e. 20 min
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