If `g_e, g_h` and `g_d` be the acceleration due to gravity at earth’s surface, a height h and at depth d respectively . Then:

Let g be the acceleration due to gravity on the earth's surface.

Let 'g_h' and 'g_d' be the acceleration due to gravity at height 'h' the above the earth's surface and at depth 'd' below the earth's surface respectively. If g_h= g_d then the relation between 'h' and 'd' is

Find ratio of acceleration due to gravity g at depth d and at height h where d=2h

Given that d_(e), d_(m) are densities of the Earth and moon, respectively, D_(e), D_(m) are the diameters of the Earth and the moon, respectively. g_(e) "and" g_(m) are the acceleration due to gravity on the surface of the Earth and moon, respectively. Find the ratio of g_(m) "and" g_(e)

Acceleration due to gravity as same at height h from surface and at depth d from surface, then find value of d

Let g_(h) and g_(d) the acceleration due to gravity at height h above the earth s surface and at depth d below the earth surface respecitively if g_(n) = g_(d) then the releation between h and d is