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5. A half section of a uniform thin pipe of mass m 2 kg is at rest when a force P 40 N is applied at point A as shown. The static and kinetic friction coefficients are μ: 0.15 and μ01, respectively. Determine (a) the angular acceleration, and (b) the magnitude and direction of the friction force between the thin pipe and the horizontal plane. The distance between the geometric center O and mass center G of the thin pipe is OG - 2r/T. The radius of the thin pipe is 0.5 m. The moment of inertia about O is = mr26. A 4-m long uniform rod of 5-kg mass strikes a rigid and frictionless support at C with a counter clockwise angular velocity10 rad/s. The velocity of the mass center before the impact is zero (V1- 0). Assuming perfectly elastic impact, determine (a) the angular velocity of the rod w2 immediately after the impact, and (b) the velocity at point A immediately after impact. Hint: (L-4 m) 12 Co1

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