f on The 4-lb rod AB hangs in the vertical position. A 2-lb block, sliding on a smooth horizontal surface with a velocity of (V)₁ = 12ft/s, strikes the rod at its end B. The coefficient of restitution between the block and the rod at B is e = 0.6. Take the gravity g = 32.2 ft/s² (Vb)i A # ft/s. O The mass moment of inertia of the rod AB about an axis perpendicular to the screen passing through A is The velocity of the block immediately after the collision is The velocity of the point B on the rod after the collision is: B ft/s. 3 ft = slug ft².

Two disks A and B weigh 4 lb and 8 lb,respectively. If they are sliding on the smoothhorizontal plane with the velocities shown,determine their velocities just after impact. Thecoefficient of restitution between the disks is? = 0.85.    Please show every siingle step in the process , also the free body diagrams thanks

Required information NOTE: This is a multi-part question. Once an answer is submitted, you will be unable to return to this part. Block A has a mass of 16 kg, and blocks B and Chave masses of 8 kg each. Assume that the blocks are initially at rest and that B moves through 3 m in 2 s. Neglect the masses of the pulleys and the axle friction. B P D C Determine the tension in the cord AD. The tension in the cord AD is TEN.

The 18 000-kg F-35B uses thrust vectoring to allow it to take off vertically. In one maneuver, the pilot reaches the top of her static hover at 200 m. The combined thrust and lift force on the airplane applied at the end of the static hover can be expressed as F = (44t + 2500t2)i + (250t2 + t + 176 580)j, where F and t are expressed in newtons and seconds, respectively. Determine how long it will take the airplane to reach a cruising speed of 1000 km/hr (cruising speed is defined to be in the x-direction only).