In gravitational interaction gravitational field (I) and potential (V) are related as I =dv/dr. If gravitational potential (V) verses distance variation is given. Then gravitational field and distance graph is :-

Define gravitational potential and its unit.

Gravitational field due to a solid sphere

Define gravitational potential and gravitational potential energy.

The gravitational potential energy is maximum at :

The gravitational potential due to a mass distribution is V=A/sqrt(x^2+a^2) . Find the gravitational field.

What is the maximum value of gravitational potential? Where ?

The gravitational potential due to a mass distrubution is given by V=(8x)/(x^(2)+p^(2)) . Find gravitational field at x = p.

The gravitational potential due to a mass distribution is V = 3X^(2) Y+ Y^(3) Z . Find the gravitational filed.

A block of mass m is lying at a distance r from a spherical shell of mass m and radius r, then : A. only gravitational field inside the shell is zero B. gravitational field and gravitational potential both are zero inside the shell C. gravitational potential as well as gravitational field inside the shell are not zero . D. can't be ascertained