Two masses M1 and M2, which have a charge Q1 and Q2, respectively are placed at a distance r initially. If there is no other force acting on the charged particles and they remain at a distance r apart indefinitely, identify which of the following must be true?
Both charges are positive
Q1 is positive and Q2 is negative
Q1 is negative and Q2 is positive
Q1=Q2
M1=M2
A
Q1=Q2
B
Q1 is positive and Q2 is negative
C
Both charges are positive
D
Q1 is negative and Q2 is positive
E
M1=M2
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Solution
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The gravitational force between the two masses is given as −GM1M2r2
and the electric force between them is given as 14πϵ0Q1Q2r2.
For the masses to remain stationary under these two forces, the net force on each must be zero.
Thus −GM1M2r2+14πϵ0Q1Q2r2=0
⟹Q1Q2>0 Thus they must have same sign.
Hence correct answer is option A.
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