Determine the NEW force of attraction between two masses

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SUMMARY

The gravitational force of attraction between two masses can be calculated using the formula Fg = Gm1m2/d². In this discussion, the initial force of attraction is given as 6.88 x 10²¹ N. When the separation distance is tripled and the mass of one object is halved, the new force of attraction can be determined by substituting these values into the equation. The new force is derived by adjusting the distance and mass in the formula, leading to a clear solution based on the principles of gravitational physics.

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Homework Statement

Two masses are in space. At a certain separation, the two masses have a force of gravitational attraction of 6.88 x 10 21N Determine the new force of attraction if the separation distance between the two masses is tripled, and mass of one object is reduced by half.

Homework Equations



Fg = Gm1m2/d2

The Attempt at a Solution



Fnew/Fold = Gm1m2/d2Cancel out G,m1, m2
6.88 x 1021 /Fold = 1/d2new divided by 1/d2old

This is as far as I could get and now I don't know what to do. I have some other questions that I would like to ask after I can solve this one if it is not a problem. I have been going through some tough times and missed a lot of class, so now I need to get an understanding of the new concepts I missed by solving these problems
 
Last edited:
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Hi OverAchiever! Welcome to PF! :wink:

Why not just replace d by 3d, and m1 by m1/2, in the formula? :smile:
 

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