Home
Class 12
PHYSICS
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 after `4.16 ` year the value of p is

Text Solution

Verified by Experts

The correct Answer is:
8
Promotional Banner

Topper's Solved these Questions

  • IIT QUESTIONS 5

    D MUKHERJEE|Exercise Linked -comprehension type|6 Videos
  • IIT QUESTIONS 5

    D MUKHERJEE|Exercise Matrix matching type|2 Videos
  • IIT QUESTIONS 5

    D MUKHERJEE|Exercise Matrix matching type|2 Videos
  • IIT QUESTIONS 4

    D MUKHERJEE|Exercise Integer type|10 Videos
  • KINEMATICS, FORCES

    D MUKHERJEE|Exercise Revision Exercise|26 Videos

Similar Questions

Explore conceptually related problems

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 :

Nuclei of a radioactive element A are being produced at a constant rate alpha . The element has a decay constant lambda . At time t=0, there are N_0 nuclei of the element . The number N of nuclei of A at time t is

Nuclei of a radioactive element 'A' are being produced at a constant rate, alpha . The element has a decay constant, lambda . At time, t = 0, there are N_(0) nuclei of the element. If alpha = 2N_(0)lambda the number of nuclei of A after one half life of A becomes