At perihelion- the gravitational potential energy of Pluto in its orbit hasits maximum valueits mimimum valuevalue which depends on sense of rotationthe same value as every other point in the orbit

Question

Toppr Admin · Accepted Answer

The gravitational potential energy is given by $P = \frac{- G M m}{r} .$
We can observe that its a negative value and $r$ is minimum at perihelion.
Thus $\frac{G M m}{r}$ is highest and potential energy $\frac{- G M m}{r}$ is minimum.

At perihelion, the gravitational potential energy of Pluto in its orbit hasits maximum valueits mimimum valuevalue which depends on sense of rotationthe same value as at every other point in the orbit

The gravitational potential energy is given by P=−GMmr.We can observe that its a negative value and r is minimum at perihelion. Thus GMmr is highest and potential energy −GMmr is minimum.

At perihelion, the gravitational potential energy of Pluto in its orbit has
its maximum value
its mimimum value
value which depends on sense of rotation
the same value as at every other point in the orbit

The gravitational potential energy is given by $P = \frac{- G M m}{r} .$
We can observe that its a negative value and $r$ is minimum at perihelion.
Thus $\frac{G M m}{r}$ is highest and potential energy $\frac{- G M m}{r}$ is minimum.