Define elastic potential energy. An elastic spring of force constant k is compressed by an amount x. Show that its pulenlial energy is `1/2 kx^2`

The elastic potential energy of a spring

For a body its elastic potential energy is equal to

STATEMENT-1: An elastic spring of force constant k is stretched by a small length x. The work done in extending the spring by a further length x is 2kx^(2) . because STATEMENT-2: The work done in extending an elastic spring by a length x is proportional to x^(2) .

When a spring is compressed by a distance 'x' , the potential energy stored is U_(1) . It is further compressed by a distance '2x' , the increase in potential energy is U_(2) . The ratio of U_(1):U_(2)

When a spring is compressed or stretched, what happens to its potential energy?

Derive an expression for the potential energy of an elastic stretched spring.

what is meant by elastic potential energy? Deerive an expression for the elastic potential energy of streched wire. Prove that its elasic energy density is equal to 1/2 x stress x strain

a long spring is stretched by 4 cm, and its potential energy is 80 J. If the spring is compressed by 2 cm, its potential energy will be

What is the increase in elastic potential energy when ghe stretching force in increased by 200 kN?

If the potential energy of a spring is V on stretching it by 2 cm , then its potential energy when it is stretched by 10 cm will be