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To determine the half life of a radioact...

To determine the half life of a radioactive element , a student plote a graph of in `|(dN(t))/(dt)| versus t , Here |(dN(t))/(dt)|` is the rate of radioatuion decay at time t , if the number of radoactive nuclei of this element decreases by a factor of p agfter `4.16 `year the value of p is

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To determine the half life of a radioactive element , a student plot a graph of in |(dN(t))/(dt)| versus t , Here |(dN(t))/(dt)| is the rate of radiation decay at time t , if the number of radioactive nuclei of this element decreases by a factor of p after 4.16 year the value of p is

To determine the half life of a radioactive element , a student plot a graph of in |(dN(t))/(dt)| versus t , Here |(dN(t))/(dt)| is the rate of radiation decay at time t , if the number of radioactive nuclei of this element decreases by a factor of p after 4.16 year the value of p is

The graph between number of decayed atoms N' of a radioactive element and time t is.

If -((dN)/(dt))_(o) is the initial activity and -((dN)/(dt)) is the activity at time t in a radioactive disintegration then :

If -((dN)/(dt))_(o) is the initial activity and -((dN)/(dt)) is the activity at time t in a radioactive disintegration then :