the activity of an isotope of erbium of falls from 500, b, q,500bq to 125, b, q,125bq in just 20, h, o, u, r, s,20hours. what is its half-life?

Respuesta :

The half-life = 10hrs.

Solution:

We know, activity after 'n' half-lives R=RO (1/2)n

125= 500 (1/2) n

= (1/2)n = (125/500) = 1/4 = (1/2)

n = 2

now,

nty2 = 20 hrs

2ty₂ = 20 hrs

ty₂ = 10 hrs

half-life = 10 hrs

Half-life is the time it takes a given amount of a radioactive element to decay to half its original value. This also means that half-life is the time it takes for the activity of a source to decay to half its original value. Become. Isotope half-life is used to describe the rate at which the isotope decays and emits radiation. Half-life can be used to predict the amount of radioactive material remaining after a certain period of time.

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