Radioactive Decay
 

Radioactive Decay problem 17


  • State what is meant by radioactive decay.


  • An unstable nuclide P has decay constant and decays to form a nuclide D. This nuclide D is unstable and decays with decay constant to form a stable nuclide S. The decay chain is illustrated in the figure below.




    The symbols P, D and S are not the nuclide symbols. Initially, a radioactive sample contains only nuclide P. The variation with time of the number of nuclei of each of the three nuclides in the sample is shown in the graph below.




    • On the graph above, use the symbols P, D, and S to identify the curve for each of the three nuclides.


    • The half-life of nuclide P is 60.0 minutes. Calculate the decay constant , in , of this nuclide.


  • In the decay chain shown in the figure above, is approximately equal to . The decay chain of a different nuclide E is illustrated in the figure below.




    The decay constant of nuclide F is very much larger than the decay constant of nuclide E. By reference to the half-life of nuclide F, explain why the number of nuclei of nuclide F in the sample is always small.


 

main author and content editor: Ebenezer Famadewa