Work, Energy, and Power

Work done is a product of force and displacement. In the context of the work-energy theorem, if work is done against a frictional force, the kinetic energy:

A constant force $F$ is applied to a body of mass $m$ initially at rest. The plot of kinetic energy versus displacement $x$ is a:

A particle of mass $m$ is accelerated from rest to speed $v$ by a force $F$ over distance $d$. If the same force $F$ acts on mass $2m$ over the same distance $d$, the final kinetic energy of the second mass will be:

What is the relation between kinetic energy ($K$) and linear momentum ($p$) for a body of mass $m$?

The work done by the restoring force when a spring is stretched is:

If the kinetic energy of an object is zero, its linear momentum is:

Which of the following is true for a body performing vertical circular motion at the top-most point?

When a compressed spring is released, its potential energy is converted into:

The law of conservation of mechanical energy is a specific case of:

Which of the following remains constant in an isolated system during an inelastic collision?

If the kinetic energy of a system increases after a collision (like an explosion), it is sometimes called a ____________ collision.

During a collision, the internal forces are usually ____________ the external forces.