Find acceleration `a` and angular acceleration `alpha`. If `F=2N,m=1 kg` and `l=2m`

In the figure, the blocks unequal masses m_1 and m_2 ( m_1 lt m_2 ). m_2 has a downward acceleration a. The pulley P has a radius r, and some mass. The string does not slip on the pulley. Find the acceleration of block and angular acceleration of pulley. (I = momentum of inerita of pulley)

Find ratio of acceleration and angularr acceleration of com? If for the above diagram m=2kg and r=10 cm

For the system shown in figure, M=1kg m=0.2 kg, r=0.2m calculate (g=10m//s^(2)) (a). The linear acceleration of hoop, (b). The angular acceleration of the hoop of mass M and (c). The tension in the rope.

For the system shown in figure, M=1kg m=0.2 kg, r=0.2m calculate (g=10m//s^(2)) (a). The linear acceleration of hoop, (b). The angular acceleration of the hoop of mass M and (c). The tension in the rope.

Four 2 kg masses are connecte dby 1.4 m spokes to an axle. A force of 24 N acts on a lever 1/2 m long to produce angular acceleration alpha . The magnitude of alpha (in rad s^(-2) is the angle between r and F is 30^(@) .

A uniform rod of mass M and length L is free to rotate in X-Z plane i.e. vecF=(3hati+2hatj+6hatk)N is acting on the rod at (L//2, 0,0) in the situtation shown in figure. The angular acceleration of the rod is (Take M=6 kg and L=4m )

A uniform rod of mass M and length L is free to rotate in X-Z plane i.e. vecF=(3hati+2hatj+6hatk)N is acting on the rod at (L//2, 0,0) in the situtation shown in figure. The angular acceleration of the rod is (Take M=6 kg and L=4m )

A force of 2N gives a mass m_(1) an acceleration of 5m//s^(2) and a mass m_(2) an acceleration of 7m//s^(2) . What acceleration would be produced if both the masses are tied together?