What is the force between two charged particles of 20 Coulombs and 15 coulombs 2 metres apart?

Note: Coulombs constant is equal to 9e+9

2.43e+10 N 7.34e+9 N 1.64e-8 N 6.75e+11 N

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1 solution

We can use the formula

F = k Q A Q B r 2 F=k\dfrac{Q_AQ_B}{r^2} where Q A Q_A and Q B Q_B are the charges, r r is the distance between them, and k k is the Coulombs constant.

So,

F = ( 9 × 1 0 9 ) [ 20 ( 15 ) 2 2 ] = 6.75 × 1 0 11 N F=(9 \times 10^9)\left[\dfrac{20(15)}{2^2}\right]=6.75 \times 10^{11}~N

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