Problem 14.47) Disks A, B, C, and D can ślide freely on a frictionless horizontal surface. Disks B, C, and D are connected by light rods and are at rest in the position shown when disk B is str...
CLASS ID#: (3) GIVEN (35 PTS): Two uniform disks A (m=10 kg) & B (my=6 kg) are fixed as one, pivoting about the frictionless joint at O. Two cylinders C (me=6 kg) and D (my=10 kg) are attached by ideal cords wound around the outer and inner disks respectively. The system of masses is released from rest and the cords do not slip. FIND: (A) (-10 Pts) The TIME REQUIRED (1) for the cylinder C to reach an upward speed...
3. Three masses are connected by thin rigid rods as shown below, and are initially at rest on the top of a horizontal table. A circular blob of clay (velocity shown immediately before the collision) hits and sticks to one of the masses as shown. The mass of the rod can be neglected and the object is NOT pinned down to the table 3 m 20 m/s i 40 2 kg Calculate the linear velocity of the center of mass,...
14.22. Two spheres, each of mass m, can slide freely on a frictionless horizontal surface. Sphere A is moving at a speed vo 16 ft/s when it strikes sphere B which is at rest and the impact causes sphere B to break into two pieces, each of mass m/2. Knowing that 0.7 s after the collision one piece reaches Point C and 0.9 s after the collision the other piece reaches Point D, determine (a) the velocity of sphere A...
14.22. Two spheres, each of mass m, can slide freely on a frictionless horizontal surface. Sphere A is moving at a speed vo 16 ft/s when it strikes sphere B which is at rest and the impact causes sphere B to break into two pieces, each of mass m/2. Knowing that 0.7 s after the collision one piece reaches Point C and 0.9 s after the collision the other piece reaches Point D, determine (a) the velocity of sphere A...
Work out the highlighted questions (3-6) clearly and with units, please. Thanks! 4/5 a the minimum kinetic energy at the apping point? (C) Use conservation of energy to determine the minimum angular velocity of the block just after the collision, (d) then use conservation of angular momentum during the collision to find the initial speed of the bullet vo. (Hint: Ignore the mass of the bullet after the collision. The moment of inertia of the cube about its bottom-right edge...