A radioactive substance is being consumed at a constant of `1 s^(-1)`. After what time will the number of radioactive nuclei becoem `100`. Initially, there were 200 nuceli present.

A radioactive substance is being produced at a constant rate of 200 nuclei/s. The decay constant of the substance is 1s^(-1) . After what time the number of radioactive nuclei will become 100. Initially there are no nuclei present ?

A radioactive isotopes is being produced at a constant rate X. Half life of substance is Y . After some time the no of radioactive nuclei become constant. The value of constant is

A radioactive isotope is being produced at a constant rate X. Hall-life of the radioactive substance is Y. After some time the number of radioactive nuclei become constant (K). Find the value of K

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 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 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 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 :