A particle is projected up an inclined plane of inclination β at an elevation α, to the horizontal. Find the ratio between tan α and tan β, if the particle strikes the plane horizontally.
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answer is 2.
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Detailed Solution
(a) T=2usin(α−β)gcosβNow we shall consider the motion of particle along OA.When the particle strikes the plane horizontallyIn this case, t=2usin(α−β)gcosβand 0=usinα−gtusinα=g2usin(α−β)gcosβ2tanβ=tanα⇒tanα:tanβ=2
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A particle is projected up an inclined plane of inclination β at an elevation α, to the horizontal. Find the ratio between tan α and tan β, if the particle strikes the plane horizontally.