The cylinder moves at this speed all the way around the circular path. Yet when we view the side to side motion, the cylin not appear to move with a constant speed. According to the right-triangle geometry on the figure above, the velocity parallel to the x-axis is:. Vx= wr sin θ
At which location(s) does the cylinder appear to have the minimum side-to-side velocity U,?
When x = A or = -A (when θ = 0 or θ=7π ).
When x=0 (when x= 0 When θ=π/2 or θ=3π/2 ).