say your mass (m) is 100 kg
velocity (v) at equator = 40 030 000 / 86164 = 464.6 metres / sec
earth radius(r) = 6 371 000 metres
acceleration due to gravity at earths surface (g) = 9.82 (m/s)/s
.
gravity force at earth surface ( f = m * g) = 100 * 9.82 = 982 newtons
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centripetal force at equator f = m * ((v^2)/r)
f = 100 * ((464.6^2)/6 371 000)
f = 3.39 newtons
Examples of gravitational potential energy include a book sitting on a shelf, a ball at the top of a hill, and a person standing on a diving board.
The gravitational force acting on a 70.0kg object standing on the earth's surface is approximately 686 Newtons, which is calculated as the mass of the object (70.0kg) multiplied by the acceleration due to gravity (9.81 m/s^2).
The gravitational pull on your feet would be extremely strong if you were standing at the edge of an event horizon, as the gravity near a black hole is very intense. This would cause a significant force pulling you towards the black hole.
The direction of gravitational pull while standing erect is vertically downward, towards the center of the Earth. This is what helps keep our bodies grounded and upright.
If you're standing on a merry-go-round that is spinning, you are undergoing circular motion. Your body is constantly changing direction as the merry-go-round rotates, resulting in a continuous change in velocity. This motion is characterized by a centripetal force keeping you moving in a curved path.
The astronauts in the space shuttle experience less centripetal acceleration compared to a person standing on the surface of the Earth. This is because the centripetal acceleration experienced depends on the speed of rotation and radius of the orbit, which are greater on the surface of the Earth than in space.
The gravitational field is stronger the closer you are to the Earth, so a person standing 100m up will experience a stronger tug than a person standing 200m up.
Examples of gravitational potential energy include a book sitting on a shelf, a ball at the top of a hill, and a person standing on a diving board.
The gravitational force acting on a 70.0kg object standing on the earth's surface is approximately 686 Newtons, which is calculated as the mass of the object (70.0kg) multiplied by the acceleration due to gravity (9.81 m/s^2).
The gravitational pull on your feet would be extremely strong if you were standing at the edge of an event horizon, as the gravity near a black hole is very intense. This would cause a significant force pulling you towards the black hole.
He's standing in the umbra of the lunar shadow.
bj
The direction of gravitational pull while standing erect is vertically downward, towards the center of the Earth. This is what helps keep our bodies grounded and upright.
The gravitational force between the Earth and an airplane is greatest when the airplane is at the minimum possible altitude. Its effect on the airplane depends on how the gravitational force is related to the total system of forces on the aircraft, that is, what other forces are acting on it at the same time, whether it's climbing, diving, standing still on level ground, standing on sloped ground in a wind, etc.
valley pressure
valley pressure
valley pressure