Solution.
F1=60N,F_1=60N,F1=60N,
q1=q2=const,q_1=q_2=const,q1=q2=const,
r2=r1−r13;r_2=r_1-\dfrac{r_1}{3};r2=r1−3r1;
F1=k⋅q1⋅q2r12;F_1=k\sdot\dfrac{q_1\sdot q_2}{r_1^2};F1=k⋅r12q1⋅q2;
F2=k⋅q1⋅q2(2r3)2;F_2=k\sdot\dfrac{q_1\sdot q_2} {(\dfrac{2r}{3})^2};F2=k⋅(32r)2q1⋅q2;
F2=9F14;F_2=\dfrac{9F_1}{4};F2=49F1;
F2=9⋅604=135N;F_2=\dfrac{9\sdot60}{4}=135N;F2=49⋅60=135N;
Answer: F2=135N.F_2=135N.F2=135N.
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