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A smooth circular cylinder of radius $$b$$ is fixed parallel to a smooth vertical wall with its axis horizontal at distance $$c$$ from the wall. A smooth uniform heavy rod of length $$2a$$ rests on the cylinder with one end on the wall in a vertical plane perpendicular to the wall. Show that its inclination $$\theta$$ to the horizontal is given by
$$a\cos^3\theta+b\sin^3\theta=c$$
Please help
$$a\cos^3\theta+b\sin^3\theta=c$$
Please help