In figure, lower pulley is free to move in vertical direction only. Block A is given a uniform velocity u as shown, what is velocity of block B as a function of angle θ.
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a
ucosθ
b
ucosθ
c
u[1+sinθ]cosθ
d
u[1+cosθ]sinθ
answer is C.
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Detailed Solution
Let in a small time dt, displacement of A is dx and displacement of B is dy. Increase in length l1= dx.Increase in length l2=dxsinθ−dycosθBut net increase in length should be zero, sodx+dxsinθ−dycosθ=0⇒ dy=(1+sinθ)dxcosθ⇒ dydt=1+sinθcosθdxdt⇒v=1+sinθcosθu
In figure, lower pulley is free to move in vertical direction only. Block A is given a uniform velocity u as shown, what is velocity of block B as a function of angle θ.