Enough to support their own weight, plus a little more for motion. It is possible, in theory, to imagine a rocket moving away from the Earth at a slow walking pace. In real life you don't do that, you get away from Earth's pull as quickly as you can manage to do so.
To break the pull of gravity and escape the earth's pull (escape velocity) you have to travel 7 miles per second or 25,000 mph.
Approximately 24,000 mph
speed of rocket fire work
If you want it to get away from Earth's gravitational field, the object would need a speed of 11.2 km/sec - obviously not considering energy lost by friction with the atmosphere.If you want it to get away from Earth's gravitational field, the object would need a speed of 11.2 km/sec - obviously not considering energy lost by friction with the atmosphere.If you want it to get away from Earth's gravitational field, the object would need a speed of 11.2 km/sec - obviously not considering energy lost by friction with the atmosphere.If you want it to get away from Earth's gravitational field, the object would need a speed of 11.2 km/sec - obviously not considering energy lost by friction with the atmosphere.
No. Just the opposite. The earth's rotation is slowing down because of the gravitational force between the earth and the moon. The day is getting longer by something like a millisecond (0.001 second) every hundred years.
Jupiter's gravitational pull is much stronger than that of Earth.
The speed of rotation is greatest at the equator; 1038 miles per hour.
The rockets are launched easterly and get the benefit of of the speed of the earths rotation and there is the entire Atlantic Ocean for safety.
8km/s
The speed at which a rocket must travel to escape the gravitational pull of the earth is 25,000 miles per hour.
speed of rocket fire work
1400m/sec
the moon speeds up and slows down because of atmospheric drag and tidal dynamics
over 24,000 miles per hour, on the final burn, which is 7 miles per second, which speed is needed to escape earths gravitational pull.
Gravitational force depends only on an object's mass and its distance from the center of the earth. Its speed has no effect on the gravitational force.
There is a speed, about seven miles a second, that if reached, will allow an object to overcome the earth's gravitational pull and continue into space. Rockets don't actually need to do this speed, since their objective is usually to establish an orbit around the earth.
Well at first the rockets prepel it up into space giving it i guess 50 to 100 miles ph. But when passing planets it gets grabbed by the planets gravitational pull and when it comes out it will get a boost of speed.
Once it has managed to escape the Earths gravitational pull and then the suns gravitational pull, a space craft will have enough speed to carry on indefinitely, so long as it does not collide with anything. If it has enough fuel and thrust to get up to this escape speed, then it wont stop, since there will be no forces to slow it down in space, even once the engines have stopped.
Does speed 'effect' the gravitational potential energy of an object? No, but gravitational potential energy can be converted into kinetic energy - so the gravitational potential energy can effect the speed. Ep = mgh Energy Potential = mass * 9.81 (gravity) * height Speed / Velocity is absent from that equation.