To determine the mass of the Moon, you can use the gravitational attraction between the Moon and a spacecraft or an object in orbit around it. By measuring the orbital parameters of the spacecraft, such as its orbital radius and period, you can apply Kepler's third law of planetary motion. This law relates the orbital period to the mass of the Moon, allowing you to calculate its mass using the formula ( M = \frac{4\pi^2 r^3}{G T^2} ), where ( G ) is the gravitational constant, ( r ) is the orbital radius, and ( T ) is the orbital period.
weigh i believe is the answer you are looking for..... I'm sure there is a pretty scientific calculation that could determine that answer. But who knows?
No. The mass of the moon is a fraction of the earth's mass.
No, they do not have the same mass. The moon has much less mass than Earth.
The mass of the Moon can be found from a modified form of Kepler's third law of Planetary Motion. You need to know the time taken for the Moon to orbit the Earth and the mass of the Earth. Also you need the distance between the Moon and Earth. Let the orbital period be P Moon's mass = Mm Earth's mass = ME Distance apart = D Gravitational Constant = G Then: Mm + ME = (4pi2/G) x (D3/P2) Note: That equation doesn't show up properly on some pages. To clarify, it involves: pi squared, D cubed and P squared. Also, an artificial satellite orbiting the Moon can be used to find the Moon's mass by the same method: mass of satellite (negligible) + mass of Moon = (4pi2/G) x (D3/P2) D is now the distance of the satellite from the center of mass of the Moon and P is the orbital period of the satellite.
The mass of the moon is about 1/80 that of Earth.
By the force of its gravitational attraction.
weigh i believe is the answer you are looking for..... I'm sure there is a pretty scientific calculation that could determine that answer. But who knows?
the exact distance between earth and moon
No. The mass of the moon is a fraction of the earth's mass.
The mass of the Moon is 7.3477 × 1022 kg.AdditionallyIn comparison to Earth, mass of moon = 0.0123 Earths. The Moon's mass is 1/81 of Earth's.
1 earth mass = 81.78 moon mass (rounded)1 moon mass = 0.01223 earth mass = 1.223% of earth mass (rounded)The mass of the moon is only 1.2 percent of the mass of Earth.
density = mass/volume Determine the mass and volume of the water, and then divide the mass by the volume, and that will give you the density.
No, they do not have the same mass. The moon has much less mass than Earth.
The mass of the object, the mass of the object that is attracting it and the distance between their centres of gravity.So your weight on the moon will depend on your mass, the moon's mass and the distance from your centre of gravity to the moon's.The mass of the object, the mass of the object that is attracting it and the distance between their centres of gravity.So your weight on the moon will depend on your mass, the moon's mass and the distance from your centre of gravity to the moon's.The mass of the object, the mass of the object that is attracting it and the distance between their centres of gravity.So your weight on the moon will depend on your mass, the moon's mass and the distance from your centre of gravity to the moon's.The mass of the object, the mass of the object that is attracting it and the distance between their centres of gravity.So your weight on the moon will depend on your mass, the moon's mass and the distance from your centre of gravity to the moon's.
No. The earth's mass is equal to about 82 times the moon's mass. (Moon's mass is equal to about 1.2% of the earth's mass.)
The mass of the Moon can be found from a modified form of Kepler's third law of Planetary Motion. You need to know the time taken for the Moon to orbit the Earth and the mass of the Earth. Also you need the distance between the Moon and Earth. Let the orbital period be P Moon's mass = Mm Earth's mass = ME Distance apart = D Gravitational Constant = G Then: Mm + ME = (4pi2/G) x (D3/P2) Note: That equation doesn't show up properly on some pages. To clarify, it involves: pi squared, D cubed and P squared. Also, an artificial satellite orbiting the Moon can be used to find the Moon's mass by the same method: mass of satellite (negligible) + mass of Moon = (4pi2/G) x (D3/P2) D is now the distance of the satellite from the center of mass of the Moon and P is the orbital period of the satellite.
By increasing it's mass to something similar to Venus or Earth.The Moon does not have enough mass to "hold" onto an atmosphere as it is blown away by stellar winds.