A particle of mass m has speed v = c/x, where c is a constant and x is the displacement. At t=0, x=
x Find the force
a) F(x)
b) F(t)
F=ma=mv˙=−mcx2,F=ma=m\dot v=-\frac{mc}{x^2},F=ma=mv˙=−x2mc,
a)
F=−mct2,F=-\frac{mc}{t^2},F=−t2mc,
b)
F=−mcx2.F=-\frac{mc}{x^2}.F=−x2mc.
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