Taking into account both weight and centrifugal force, the sought force has the value
f=m(g2+(ω2r)2)0.5=43(100+(0.18⋅8)2)0.5=434Nf = m(g^2 + (\omega^2r)^2)^{0.5} = 43(100 + (0.18\cdot8)^2)^{0.5} = 434 Nf=m(g2+(ω2r)2)0.5=43(100+(0.18⋅8)2)0.5=434N
and directed at an angle spaced from the vertical by
ϕ=ω2rg=\phi = \frac{\omega^2r}{g} =ϕ=gω2r= 0.14 radians.
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