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Answer:
As we know half life is the time required for any quantity to reduce their 50 % of its initial value. The units of half life is Time.
To calculate the half life we use this formula-
N(t) =N(0) (1/2)n
Suppose initial quantity is 100, after a radioactive objective decay the value become 12.5 % of initial
N0 = 100
Nt = 12.5
12.5 = 100 (1/2)n
12.5/100 = (1/2)n
(1/8) = (1/2)n
(1/2)3= (1/2)n
On comparing this n =3
Three half lives have expired to decay 12.5 % from its orignal radioactivity.
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