Gravitational pull on two objects

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    Gravitational Pull
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The discussion focuses on calculating the net gravitational force on mass A from masses B and C, using the formula G*(m1*m2/R^2). The user incorrectly combines the gravitational forces from B and C without properly applying the distances in the equation. The expected result is 3.00×10^-9 N, but the user is advised to reassess their calculations. The correct approach requires separate calculations for the forces from B and C, factoring in their respective distances to A. Proper application of Newton's law of gravitation is essential for accurate results.
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If three balls (all weighing 2.0kg) are lined in a row, what is the magnitude of the net gravitational force on mass A due to masses B and C in the figure. B is 10cm from A, and C is 50 cm from A (and of course C is 40 cm from B)
(here's a 'diagram')
(A)----(B)----------------------------C
I've been using the equation G*(m1m2/Rsq) and been adding the gravitational pull from a & b and a & c but for some reason that's wrong. So where do I need to fine tune my equation?
 
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What answer do you get? What do you expect to get (i.e., why do you think you are wrong)? Show your work, please.
 
I'm expecting to get 3.00×10-9 due to, the fact that G*(2kg*2kg)/.1m + G*(2kg*2kg)/.5m = 3.00×10-9
 
You aren't using Newton's formula for gravitation. Look the equation, then look at what you are doing.
 
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