In a certain nuclear reactor, a radioactive nucleus is bieng produced at a constant rate =100/s The mean life of the radionuclide is 40 minutes. At steady state, the number of radionuclide will be

In a certain nuclear reactor, a radioactive nucleus is bieng produced at a constant rate =1000/s The mean life of the radionuclide is 40 minutes. At steady state, the number of radionuclide will be

A radiaocatice isotope is being produced at a constant rate X . Half-life of the radioactive substance is Y . After some time, the number of radioactive nuceli become constant. The value of this constant is .

A radioactive nuclei with decay constant 0.5/s is being produced at a constant rate of 100 nuclei/s . If at t = 0 there were no nuclei , the time when there are 50 nuclei is :

A radioactive nucleus is being produced at a constant rate alpha per second. Its decay constant is lamda . If N_0 are the number of nuclei at time t = 0 , then maximum number of nuclei possible are.

A radioactive nuclei with decay constant 0.5 nuclei/s is being produced at a constant rate of 100 nuclei/s. If at t = 0 there were no nuclei, the time when there are 50 nuclei is

A radionuclide is produced at constant rate 'q' having half life T . Find time after which activity of nuclei will be A , if initially number of nuclei were zero.

A radioactive isotope is being produced at a constant rate dN//dt=R in an experiment. The isotope has a half-life t_(1//2) .Show that after a time t gtgt t_(1//2) ,the number of active nuclei will become constant. Find the value of this constant.

A nuclear reactor starts producing a radionuclide of half - life T at a constant rate R starting at time t = 0 The activity of the radionuclide at t = T is found to the A. Then (R )/(4) is