On disintegration of one atom of `.^(235)U` , the amount of energy obtained is `200 MeV`. The power obtained in a reactor is `1000` kilo watt. How many atoms are disintegrated per second in the reactor? What is the decay in mass per hour?

The power obtained in a reactor using U^235 disintegration is 100 kW . The mas decay of U^235 per hour is

The energy released due to fission of one atom of a radioactive substance is 170 MeV. Calculate the number of atoms disintegrated per second in the reactor if the power obtained from the rector is 2,000 kW. Also, calculate the decay in mass in one hour.

The power obtained in a reactor using U^(235) disintergration is 1000kW . The mass decay of U^(235) per hour is

200 MeV of energy may be obtained per fission of U^235 . A reactor is generating 1000 kW of power. The rate of nuclear fission in the reactor is.

The power obtained in a reactor using U^(235) disintergration is 1000 kW . The mass decay of U^(235) per hour is (in mu g )

If the amount of a radioactive substance is increased four times then how many times will the number of atoms disintegrating per unit time be increased ?

A reactor is developing energy at the rate of 3000 kW. How many atoms of U^(235) undergo fission per second, if 200 MeV energy is released per fission?

A reactor is generating 1000 kW of power and 200 MeV of energy may be obtained per fission of U^235 The rate of nuclear fission in the reactor is