In the figure shown, a string is wound over a cylinder A. The other end of the string is attached to block B through a pulley. When the system is released the cylinder rolls down without slipping. The ratio of the magnitude of vertical component of displacement of A and B in any time interval t

A pulley fixed to the ceiling carries a string with blocks of mass m and 3m attached to its ends. The masses of string and pulley are negligible .When the system is released, its center of mass moves with what acceleration

A pulley fixed to the ceiling carries a string with blocks of mass m and 3m attached to its ends. The masses of string and pulley are negligible .When the system is released, its center of mass moves with what acceleration

Consider the arrangement shown in figure. The string is wrapped around a uniform cylinder which rolls without slipping. The other end of the string is passed over a masslessm frictionless pulley to a falling weight, determine the acceleration of the falling mass m in terms of only the mass of the cylinder M , the mass m and g

Consider the arrangement shown in figure. The string is wrapped around a uniform cylinder which rolls without slipping. The other end of the string is passed over a masslessm frictionless pulley to a falling weight, determine the acceleration of the falling mass m in terms of only the mass of the cylinder M , the mass m and g

A load of mass m is attached to the end of a string wound on a cylinder of mass M and radius R . The string passes round a pulley. a. Find the acceleration of the cylinder M when it rolls. b. If the coefficient of friction is mu . Find the accelerative of the cylinder when it slips and rolls. c. Find the minimum value of coefficient of friction for which the cylinder rolls always

A load of mass m is attached to the end of a string wound on a cylinder of mass M and radius R . The string passes round a pulley. a. Find the acceleration of the cylinder M when it rolls. b. If the coefficient of friction is mu . Find the accelerative of the cylinder when it slips and rolls. c. Find the minimum value of coefficient of friction for which the cylinder rolls always

A cylinder of mass m suspended by two strings wrapped around the cylinder one near each end, the free ends of the string being attached to hooks on the ceiling, such that the length of the cylinder is horizontal. From the position of rest , the cylinder is allowed to roll down as suspension strings unwind , calculate (a) The downward linear acceleration of the cylinder (b) The tension in the strings (c) The time dependence of the instantaneous power developed by gravity