Answer:
Explanation:
If we call
M_E = mass of the earth
M_0 = mass of the moon
R = distance between the earth and the moon
Then the gravitational force between the earth and the moon is given by
[tex]F=G\frac{M_EM_O}{R^2}[/tex]Solving for M_O gives
[tex]\boxed{M_O=\frac{FR^2}{GM_E}\text{.}}[/tex]Now, when F = force acting on the Moon due to Earth, R = the distance between the centres of Earth and the Moon, and M_E = mass of the earth are put into the above equation, we can determine the M_O the mass of the moon.