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mmoon mearth

F = G

r2 mearth = 6 x 1024 kg, mmoon = 7.3x 1022 kg, r = 3.84 x 105 km = is 3.84 x 108 m 6.673 x 10-11 (6 x 1024) x (7.3x 1022)

F = Newton

3.84 x 108 x 3.84 x 108 F = 1.98 x 1020 N

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16y ago
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13y ago

Fg = G*m1*m2/d^2 G = gravitational constant = 6.67x10^-11

m1 = Mass of Earth = 5.9742x10^24 kg

m2 = Mass of moon = 7.36x10^22 kg

d = distance between earth and moon = 384403000 m

Fg = 2.9757x10^30 * G

Fg = 1.985*10^20 N

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12y ago

Using the equation F=GM1M2/d^2

Where:

F=The resultant Gravitational Force (N)

G=The Gravitational constant (6,67x10^-11 N m^2 Kg^-2)

M1=Mass of Earth (5.9742x10^24 kg)

M2=Mass of Moon (7.3477x10^22 kg)

d=The distance between the centre of both masses (384,403,000 m)

After plugging in the numbers we get the gravitational force between the Earth and the Moon to be...

1.98145x10^20 N

This force applies to both the Moon and the Earth as equal and opposite Action and Reaction forces (Newtons 3rd law) and is only an estimate.. the moon does not orbit the centre of the Earth and has an elliptical orbit.

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14y ago

the ocean tides, and some speculate that volcaninc activity can be correlated with the pull of the moon as well.

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8y ago

The tides are caused by the gravitational pull and force of The moon

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8y ago

There is a gravitational force between any two physical bodies with mass. It is one of the natural laws. That is the way the universe works.

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12y ago

That would be the force of gravity.

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Q: What fundamental force acts between the earth and the moon?
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