The graph that represents variation of g with height (h) from the surface of the earth is

The graph that represents variation of g with depth (d) from the surface of the earth is

Derive an expression for the variation of g with the height from the surface of the Earth.

The acceleration due to gravity (g) on the surface of the earth is 9.8 m/s^2 . Derive an expression an expression for the variation of g with height (h) above the surface of the earth.

Derive an expression for the variation of g with the height from the surface of Earth.

The value of acceleration due to gravity is maximum on the surface of the earth. Draw a graph showing the variation of 'g' with depth and height from the surface of the the earth. assume that the density of the Earth is constant.

Derive the equation for variation of g due to height from the surface of earth.

The graph that represents variation of g at the equator with square of angular velocity of rotation of earth is

The value of the acceleration due to gravity at a height h from the surface of the earth is g_1 and that at a depth h below the earth’s surface is g_2 . Show that g_2/g_1 = (1+h/R) (Radius of earth R >> h) I.