a radioisotope has a half life of 32 hours. if the average decay rate is 24 million decays per second on monday morning at 8 am, what was the decay rate on the previous morning at 10 am g

Respuesta :

The decay rate of the radioisotope on the previous morning at 10 am is 38.7 million decays per second.

Initial decay rate of the radioisotope

The initial mass of the radioisotope is calculated as follows;

N = N₀(¹/₂)^t/h

where;

  • h is half life = 32 hours
  • t is time of day, from 8 am to 10 am previous day = 22 hours

24 M/s = N₀(¹/₂)^(22/32)

24 M/s = N₀(0.62)

N₀ = (24 M/s)/(0.62)

N₀ = 38.7 M/s

Thus, the decay rate of the radioisotope on the previous morning at 10 am is 38.7 million decays per second.

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