A small magnet `M` is allowed to fall through a fixed horizontal conducting ring `R`. Let `g` be the acceleration due to gravity. The acceleration of `M` will be

A small magnet M is allowed to fall through a fixed horizontal conducting ring. Let g be the acceleration due to gravity. Then the acceleration of M will be

A small magnet M is allowed to fall through a fixed horizontal conducting ring R . Let g be the acceleration of M will be (i) ltg when it is above R and moving towards R (ii) gtg when it is above R and moving towards R (iii) ltg when it is below R and moving away from R (iv) gtg when it is below R and moving away from R

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

Gravitational acceleration g OR Acceleration due to gravity.

Two masses m and m' are tied with a thread passing over a pulley, m' is on a frictionless horizontal surface and m is hanging freely. If acceleration due to gravity is g, the acceleration of m' in this arrangment will be :

Two masses m and m' are tied with a thread passing over a pulley, m' is on a frictionless horizontal surface and m is hanging freely. If acceleration due to gravity is g, the acceleration of m' in this arrangment will be :