(i) Define 'activity' of a radioactive material and write its S.I. unit. (ii) Plot a graph showing the variation of activity of a given radioactive sample with time.
Answer:R=λN (Bq); R=R0e−λt (exponential decay).
Solution
(i) Activity is the rate of disintegration of a radioactive sample, R=−dtdN=λN. Its S.I. unit is the becquerel (Bq), where 1Bq=1 disintegration per second. (ii) Since R=R0e−λt, the activity falls off exponentially with time from its initial value R0 (see graph).