Radioactive Decay
 

Radioactive Decay problem 1


Radon-222 is a radioactive element having a half-life of 3.82 days. Radon-222, when found in atmospheric air, can present a health hazard. Safety measures should be taken when the activity of radon-222 exceeds per cubic metre of air.


    • Define radioactive decay constant.


    • Show that the decay constant of radon-222 is .


  • A volume of of atmospheric air contains molecules. Calculate the ratio




    for the minimum activity of radon-222 at which safety measures should be taken.


 

main author and content editor: Ebenezer Famadewa