What does Einstein's energy equation (E = mc²)say about the energy that is derived from nuclear fission reactions? A)The energy released is due to the missing mass of the products compared to the mass of the starting materials. B)The energy is proportional to the mass of the atom undergoing fission. C)The energy is derived from the light that is emitted when the atom splits. D)The energy equation does not apply towards fission,only fusion. E)none of the above

Question

Quizplus · Accepted Answer

Einstein's energy equation states that energy and mass are equivalent and can be converted into each other. In nuclear fission reactions, the missing mass of the products compared to the mass of the starting materials is responsible for the release of energy. Therefore, option A is the correct choice. Option B is not entirely true as the energy released is not directly proportional to the mass of the atom undergoing fission. Option C is also incorrect as the energy released is not derived from the light that is emitted during the splitting of the atom. Option D is wrong as the energy equation applies to both fusion and fission reactions. Hence, option A is the best choice.

What Does Einstein's Energy Equation (E = Mc2)say About the Energy

What Does Einstein's Energy Equation (E = Mc²)say About the Energy