Uniform motion earth's orbit question.

AI Thread Summary
To determine the acceleration due to gravity of the Sun at Earth's orbit, the law of universal gravitation and Newton's second law are essential. Key constants needed include the mass of the Sun, the distance from the Sun to Earth, and the gravitational constant (G). The formula (2πr)/T may be relevant for calculating orbital velocity, which can then be used to find acceleration. The discussion highlights the necessity of identifying missing information, such as the values of these constants. Understanding these principles is crucial for solving the problem effectively.
rcmango
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the question: What is the acceleration due to gravity of the sun at the distance of Earth's orbit?

before i attempt this problem, can someone help me identify the given information that i may need that is not given in the question, maybe gravity (9.8) or where to use it.

i believe i may need this formula (2pie*r)/T

also may need to find rpm's and convert to rev's, in order to get velocity, and then use the velocity in a formula to get the acceleration. I think that's the approach i may need, its just the information isn't available in the question.

this was from memory. maybe some typos.

thankyou for any help.
 
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rcmango said:
the question: What is the acceleration due to gravity of the sun at the distance of Earth's orbit?

before i attempt this problem, can someone help me identify the given information that i may need that is not given in the question, maybe gravity (9.8) or where to use it.

i believe i may need this formula (2pie*r)/T

also may need to find rpm's and convert to rev's, in order to get velocity, and then use the velocity in a formula to get the acceleration. I think that's the approach i may need, its just the information isn't available in the question.

this was from memory. maybe some typos.

thankyou for any help.
You need the law of universal gravitation and Newton's second law, and the values of a few contants (masses, distance, G) and that is all.
 
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