Two particles of equal mass are revolving in a circular orbit of radii r1 and r2 , with the same period . Show that v1 : v2 = r1 : r2
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r2r1
F1=mr1ω2,F2=mr2ω2
Since, period, T, is same , so ω is same , because T=ω2π
Hence, F2F1=r2r1
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