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Two charged dust particles exert a force of 7.9 10-2 N on each other. What will be the force if they are moved so they are only one sixth as far apart?
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Since force is based on this formula: \[F=k\frac{ q1 q2}{ r^2 }\] We can see that the only thing changing is the distance, everything else is constant. Now we can divide this equation by itself to get \[\frac{ F_1 }{ F_2 }=\frac{ r_2^2 }{ r_1^2 }\] And we know that r1 is 1, r2 is 1/6 and F1 is the original force! Solvable!
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