A person can jump to a height of 3 m at the equator of the Earth. Considering the same initial velocity for jumping, to what height can he jump at the poles? The radius of the Earth at the poles and the equator is 6357 km 6378 km, respectively.
Given, `(6357)/(6378) = 0.9967`

An athlete can jump to a maximum height of 4 m on the surface of the Earth. Considering the same initial velocity for jumping, to what heighr can he jump from the surface of the moon? [Take, acceleration due to gravity on earth (gE) as 9.8 ms^(-2) and acceleration due to gravity on the surface of moon as (1)/(6)g_(E) ]

With a specific initial velocity, we can jump higher on the moon than on the earth.

With a specific initial velocity, we can jump higher on the moon than on the earth.

A person of mass 70 kg jump from a 3.0m height

Give scientific reasons: With a specific initial velocity , we can jump higher on the moon than on the earth.

The acceleration due to gravity in a planet has twice the value as that on the earth. A man can jump to a height of 4m on earth To what height can he jump on the planet ?