saplinglearning.com/ibiscms/mod/ibis/view.php?id-6495054 9/21/2018 10:59 PM S47/

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saplinglearning.com/ibiscms/mod/ibis/view.php?id-6495054 9/21/2018 10:59 PM S47/100 9/14/2018 12:10PM B Gradeb -Print IlCalalaior Periodic Table Question 29 of 29 Map dc Sapling Learning In a Do-Nothing Machine, two sliders are confined to perpendicular channels and are connected by a rod. The rod can be rotated, causing the sliders to move back and forth in their respective channels. Suppose that the channels line up with the x- and y directions, and that the slider in the x-channel has velocity v at some instant Let 8 be the instantaneous angle of the connecting rod with respect to the x-direction. The length of the rod between the two sliders is L Find an expression for the instantaneous velocity of the slider in the y-channel, v Express your answer in terms of v, L and e. 0Previous Give Up & View Soution Check Answer ener flex. o search up

Explanation / Answer

Solution,

Velocity along the length at both end will be same, because length of slide cannot be changed.

Vx cos = Vy sin

Vy = Vx (cos/sin)

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