A thin rod of mass m and length l has variable linear density given by
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b) the mass is
fAxdx from oto L
a)
The center of mass is
com = {x*Ax dx / {Ax dxfromotolL
com = A/3*LA3/ A/2*LA2
com = 2/3*L (from left end)
_______
below.
U=∫gh(x)(dmdx)dx
h(x)=xtanθ
dmdx=mL
then
U=gmLtanθ∫h(x)dx=(12gmLtanθ)(Lcosθ)2
or
U=12(gmL)sinθcosθ
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