The escape velocity from earth is `v_(es)`. A body is projected with velocity `2v_(es)` with what constant velocity will it move in the inter planetary space

The escape velocity from earth is v_(e) . A body is projected with velocity 2v_(e) . With what constant velocity will it move in the inter planetary space ?

The escape velocity of a body from the earth is 11.2 km//s . If a body is projected with a velocity twice its escape velocity, then the velocity of the body at infinity is (in km//s )

The escape velocity for a body projected from a planet depends on

Escape velocity for a projectile at earth's surface is V_(e) . A body is projected form earth's surface with velocity 2 V_(e) . The velocity of the when it is at infinite distance from the centre of the earth is :-

Escape velocity for a projectile at earth's surface is V_(e) . A body is projected form earth's surface with velocity 2 V_(e) . The velocity of the when it is at infinite distance from the centre of the earth is :-

Escape velocity for a projectile at earth's surface is V_(e) . A body is projected form earth's surface with velocity 2 V_(e) . The velocity of the when it is at infinite distance from the centre of the earth is :-

A body is projected with a velocity equal to twice the escape velocity (v_(e)) from the surface of the earth. With what velocity it will travel in interplanetary space?