A 18 kg sphere is at the origin and a 9.0 kg sphere is at (x,y)=( 20 cm , 0 cm).
At what point or points could you place a small mass such that the net gravitational force on it due to the spheres is zero.

let the small mass "m" is placed at point B in between sphere m1 = 18 kg and sphere m2 = 9 kg
F1 = force by sphere m1 on mass "m" = G m1 m /AB2 = G m1 m /d2
F2 = force by sphere m2 on mass "m" = G m2 m /BC2 = G m2 m /(0.20 - d)2
for net gravitational force to be zero
F1 = F2
G m1 m /d2 = G m2 m /(0.20 - d)2
m1 /d2 = m2 /(0.20 - d)2
18/d2 = 9/(0.20 - d)2
d = 0.117
d = 11.7 cm
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