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A small rubber ball of radius r is thrown against a rough floor with a velocity
Fig. P17.131
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- The mechanism shown is one of two identical mechanisms attached to the two sides of a 200-lb uniform rectangular door. Edge ABC of the door is guided by wheels of negligible mass that roll in horizontal and vertical tracks. A spring with a constant of k = 40 lb/ft is attached to wheel B. Knowing that the door is released from rest in the position 0= 30° with the spring unstretched, determine the velocity of wheel A just as the door reaches the vertical position.arrow_forwardShow all working explaining detailly each step from start to end Solution must be typewritten with the use of a computer keyboard only!arrow_forwardThe mechanism shown is one of two identical mechanisms attached to the two sides of a 185-lb uniform rectangular door. Edge ABC of the door is guided by wheels of negligible mass that roll in horizontal and vertical tracks. A spring of constant k is attached to wheel B in such a way that its tension is zero when e = 30°. Knowing that the door is released from rest in the position e = 45° and reaches the vertical position with an angular velocity of 0.6 rad/s, determine the spring constant k. 5 ft C 5 ft The spring constant is 58.72 Ib/ft.arrow_forward
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