The moon stabilizes the Earth's axial tilt, like a counter balance. Picture someone swinging a bowling ball around their body, at the end of a 3 foot (1 meter) chain. If they get the ball spinning fast enough, they will have to lean back to counter the centrifugal force of the bowling ball. When the rotational velocity is stable, and the person's angle of leaning is stable, it is a suitable representation of the Earth-Moon system. The bowling ball is the moon, the person is the Earth.
1.5 Kilos. Since the moon's gravity is approximately one sixth of that on the earth - divide the 9 by 6 !
The astronaut's inertia on the moon would be the same as on Earth, as inertia is an object's resistance to a change in motion. However, due to the moon's lower gravity, the astronaut would weigh less and experience a reduced force opposing their motion compared to Earth.
The moon keeps moving in its orbit around the Earth due to its inertia and the gravitational pull of the Earth. There is a balance between the moon's velocity and the gravitational force that keeps it in a stable orbit.
Gravity and inertia are the two forces that keep the moon and other satellites in orbit around Earth. Gravity pulls the moon towards Earth, while the moon's inertia keeps it moving forward in a curved path, resulting in a stable orbit.
You need to understand that MASS is an intrinsic property of matter, the Bowling ball will have the same mass no matter where it is. WEIGHT is the pull of gravity on matter. As gravity is weaker/less on the Moon as compared to Earth, the same size lump of matter (the bowling ball) will weigh less on the Moon as it does on Earth. The problem in understanding this difference happens because as we live on Earth we confused MASS and WEIGHT before we understood the physics. On Earth a 1 Kg mass weighs 1 Kg, however if we take that 1 kg mass to the Moon where gravity is only one third of that on Earth it will only weigh 1/3 Kg. However, there is another property of matter that is related directly to its Mass and that is the energy you need to put in to get it to move (or stop moving) - this is called INERTIA. Weather on the Moon or on the Earth the INERTIA of the bowling ball will remain the same. If you roll it to another person on a horizontal surface on the Moon or on Earth, the person you roll it to will find it just as hard to stop in both places.
You need to understand that MASS is an intrinsic property of matter, the bowling ball will have the same mass no matter where it is. WEIGHT is the pull of gravity on matter. As gravity is weaker/less on the Moon as compared to Earth, the same size lump of matter (the bowling ball) will weigh less on the Moon as it does on Earth. The problem in understanding this difference happens because as we live on Earth we confused MASS and WEIGHT before we understood the physics. On Earth a 1 Kg mass weighs 1 Kg, however if we take that 1 kg mass to the Moon where gravity is only one third of that on Earth it will only weigh 1/3 Kg. However, there is another property of matter that is related directly to its Mass and that is the energy you need to put in to get it to move (or stop moving) - this is called INERTIA. Weather on the Moon or on the Earth the INERTIA of the bowling ball will remain the same. If you roll it to another person on a horizontal surface on the Moon or on Earth, the person you roll it to will find it just as hard to stop in both places.
The moon stabilizes the Earth's axial tilt, like a counter balance. Picture someone swinging a bowling ball around their body, at the end of a 3 foot (1 meter) chain. If they get the ball spinning fast enough, they will have to lean back to counter the centrifugal force of the bowling ball. When the rotational velocity is stable, and the person's angle of leaning is stable, it is a suitable representation of the Earth-Moon system. The bowling ball is the moon, the person is the Earth.
The bowling ball would have the least gravitational potential energy when lifted to a height of 1 m on the moon, as the moon has less gravitational pull compared to Earth. This means that the gravitational potential energy of the ball is lower on the moon than on Earth when lifted to the same height.
1.5 Kilos. Since the moon's gravity is approximately one sixth of that on the earth - divide the 9 by 6 !
The astronaut's inertia on the moon would be the same as on Earth, as inertia is an object's resistance to a change in motion. However, due to the moon's lower gravity, the astronaut would weigh less and experience a reduced force opposing their motion compared to Earth.
The force of gravity and the inertia of the Earth (as it orbits the Sun). Also, gravity combined with the inertia of the Moon (as it orbits the Earth).
The force of gravity and the inertia of the Earth (as it orbits the Sun). Also, gravity combined with the inertia of the Moon (as it orbits the Earth).
No, inertia is trying to keep the moon moving in a straight line, which would be away from Earth. Gravity is pulling the moon towards Earth. The result when these two forces are combined is the moon maintaining a constant orbit of Earth.
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No, as long as you do not factor in air resistance, the ball keeps the same inertia on earth as it does on the moon and will therefore resist movement equally on both bodies. If you do include air resistance in your problem then the ball will travel a longer distance on the moon since friction with the air will not slow it down.
If the moon doesn't have inertia, it means that if any force whatsoever is applied to it, it will be way out of wack. Inertia causes something to be resistant against a change in motion so if the moon had too much inertia, it would not move at the proper speed and Earth would be affected by its drop in movement. If the moon had no inertia, it wouldn't continue to keep its proper and exact distance from the earth and Earth would be affected by its increase in movement.Hope this helps!! =)