Application Of Energy Conservation

Torgue and angular momentum relation, Application of conservation of angular momentum.

In the case of fluid, Bernoulli's theorem expresses the application of principle conservation of

Conservation Of Energy

Write the law of conservation of energy for conservative forces ?

Mechanical Energy And Its Conservation

Energy: Kinetic Energy | Conservative and Non Conservative forces | Potential Energy (Gravitational and Spring) | Work energy theorem | Law of conservation of energy

Energy: Kinetic Energy | Conservative and Non Conservative forces | Potential Energy (Gravitational and Spring) | Work energy theorem | Law of conservation of energy

Assertion: Mass and energy are not conserved separately, but are conserved as a single entity called mass-energy. Reason: Mass and energy conservation can be obtained by Einstein equation for energy.

Potential Energy || Conservative and Non-conservative Forces