In a thermo nuclear reaction `10^(-3)Kg` of hydrogen is converted into `0.99xx10^(-3)Kg` of helium. If the efficiency of the generator is `50%`, the electrical energy generated in `KWH` is

In a thermo-nuclear reaction 1.00xx10^(-3)kg hydrogen is converted into 0.993xx10^(-3)kg helium. (a) Calculate the energy released m joule. (b) If the efficiency of the generator be 5%, calculation the energy in kilowatt hours.

In nuclear fusion, One gram hydrogen is converted into 0.993 gm . If the efficiency of the generator be 5% , then energy obtained in KWH is

If 1gm hydrogen is converted into "0.993gm" of helium in a thermonuclear Reaction,the energy released in the reaction is 9 lambda times10^(10)J .Then the value of lambda is

Which kind of nuclear reaction is currently used to generate electrical energy?

A nuclear reactor using .^(235)U generates 250 MW of electric power. The efficiency of the reactor (i.e., efficiency of conversion of thermal energy into electrical energy) is 25% . What is the amount of .^(235)U used in the reactor per year? The thermal energy released per fission of .^(235)U is 200 MeV .

A nuclear reactor using .^(235)U generates 250 MW of electric power. The efficiency of the reactor (i.e., efficiency of conversion of thermal energy into electrical energy) is 25% . What is the amount of .^(235)U used in the reactor per year? The thermal energy released per fission of .^(235)U is 200 MeV .

In a nuclear fission 0.1% of mass is converted into energy. The energy released by the fission of 1kg mass is

About 4xx10^(9)kg of matter is converted into energy in the sun each second. What is the power output of the sun ?