A man can jump six times as high on the moon as that on the earth. Justify.

An astronaut on moon claimed that he can jump 6 times higher on moon than that one the earth. How accurate is his claim? Give reason in support of your answer.

Astronaut can jump higher on the moon's surface than on the earth because

A man can jump up to a height of h_(0)=1m on the surface of the earth. What should be the radius of a spherical planet so that the man makes a jump on its surface and escapes out of its gravity? Assume that the man jumps with same speed as on earth and the density of planet is same as that of earth. Take escape speed on the surface of the earth to be 11.2 km/s and radius of earth to be 6400 km.

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.

The acceleration due to gravity on the moon is 1//6th of that on the earth. If a man can jump upto a height of 1 m on the surface of the earth, how high he can jump on the surface of the moon ?

A man can jump 2 m high on the surface of the earth. How high he can jump on a planet where the acceleration due to gravity is (g)/(12) , where g is the acceleration due to gravity on the surface of the earth ?

A man can jump vertically to a height of 1.5 m on the earth. Calculate the radius of a planet of the same mean density as that of the earth from whose gravitational field he could escape by jumping. Radius of earth is 6.41 xx 10^(5) m .

A man can jump 1.5m high on earth. He can jump on a planet to a height of 3 xx x metre. The density of planet is one quarter that of the earth and whose radius is one third of the earth. What is the value of x ?