How Does the Sun's Gravitational Pull on the Moon Compare to Earth's?

AI Thread Summary
The discussion focuses on calculating the ratio of the Sun's gravitational pull on the Moon compared to Earth's pull on the Moon, using the formula F_g = (Gm_1m_2)/r^2. Participants clarify that the distance from the Sun to the Moon can be approximated by the distance from the Earth to the Sun. One user attempts to calculate the gravitational forces but finds their answer significantly different from expected results. The conversation emphasizes the importance of using the correct distances in gravitational calculations. Accurate understanding and application of gravitational formulas are crucial for solving the problem effectively.
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Homework Statement


What is the ratio of the gravitationalpull of the sun on the moon to that of the Earth on the moon?(Assume the distance of the moon from the suncan be approximated by the distance of the Earth from the sun.)


Homework Equations



F_{g} = (Gm_{1}m_{2})/r^{2}

The Attempt at a Solution



What i got from the question the surface to surface distance is the same and to calculate F_{g} so using the orbital distance of the Earth from moon i found out theorbital disrance of sun to moon but my answer s totally different from the aI am to get


Thanks for any help possible
 
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girl_saint86 said:
What i got from the question the surface to surface distance is the same and to calculate F_{g} so using the orbital distance of the Earth from moon i found out theorbital disrance of sun to moon

The question said to use the distance between the Sun and the Earth as the distance between the Sun and the Moon.
 
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