A 40 kg mass, hanging at the end fo a rope of length l, oscillates in a vertical plane with an angular amplitude `theta_0.` What is the tension in the rope when it makes en angle `theta` with the vertical ? If the breaking strength of the rope is 80kg, what is the maximum amplitude with which the mass can oscillate without the rope breaking?

A 40-kg mass hanging at the end of a rope of length l . Oscillates in a vertical plane with an angular of theta_(0) . What is the tension in the rope when it makes an angle theta with the vertial ? If the breaking strength of the rope is 80 kg, what is the maximum angular amplitude with which the mass can oscillate without the rope breaking ?

A body of mass 40 kg is tied at one end of a string of length l. The body is oscillating in a vertical plane with angular amplitude theta_0 . What is the tension in the string when it makes and angle theta with the vertical ? If the breaking load for the string is 80 kgf, what can be the maximum angular amplitude of the body ?

A 40 kg sphere suspended by a thread of legnth 1 is oscillating in a vertial plane, the angular amplitude being theta_(0) . What is the tension in the thread when it makes an angle theta with the vertical during oscillations? If the thread can support a maximum tension of 80 kg-f, then what can be the maximum angular amplitude of oscillation of the sphere without breaking the rope?

A boy of mass 40kg climbs up a rope with an acceleration of 1.2ms^(-2) .What is the tension in the rope?

An object of mass 5 kg is attached to the end ofa rope. If the rope is pulled upward with an acceleration 0.30 ms^(-2), what is the tension in the rope?

A monkey of mass 20 kg is holding a vertical rope which breaks under a force of 25 kgf. What is the maximum acceleration with which the monkey can climb up the rope ?

A simple pendulum of length L and mass M is oscillating about a vertical line with angular amplitude theta . If for an angular displacement phi (phi>theta) the tension in the string is T_1 and for angular amplitude theta the tension is T_2 , then

A mass of 10kg is suspended by a rope of length 2.8m from a ceiling. A force of 98N is applied at the midpoint of the rope as shown in figure. The angle which the rope makes with the vertical in equilibrium is .

A ball of mass m is suspended from a rope of length L. It describes a horizontal circle of radius r with speed v. the rope makes an angle theta with vertical given by sin theta = r//2 . Determine (a) the tension in the rope and (b) the speed of the ball. (c) time period of ball.