Newton’s law of universal gravitation

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Newton’s law of universal gravitation states that the force of attraction between two masses is directly proportional to the product of their masses and inversely proportional to the square of the distance between them. Doubling one of the masses increases the gravitational force, while doubling the distance decreases it. The correct answer to the question posed is B, as it reflects the direct relationship between mass and gravitational force. Understanding the equation F = G(m1*m2)/r² clarifies how changes in mass and distance affect the gravitational force. This foundational principle is crucial for comprehending gravitational interactions in physics.
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20. According to Newton’s law of universal gravitation, the force of attraction between any
two masses is related directly to the
A. velocity of the two masses
B. product of the two masses
C. distance between the masses
D. sum of the masses
( I wasnt sure for this question so I had to guess)
Is this the answer if it is what is the logic behind it
 
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Note the word direct(ly proportional), as opposed to inverse(ly proportional).

What happens to the force if you increase (let's say: double) one of the masses? What happens if you increase (say: double) the distance?

Does it get larger or smaller?
 
CompuChip said:
Note the word direct(ly proportional), as opposed to inverse(ly proportional).

What happens to the force if you increase (let's say: double) one of the masses? What happens if you increase (say: double) the distance?

Does it get larger or smaller?

So the answer would be B. is this correct?
 
yes.
but try and understand why. Write the equation out and look at how all the variables relate to each other an like compuchip said what happens to the force if you double one of the masses etc.
 
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