The sphere at `A` is given a downward velocity `v_(0)` of magnitude `5m//s` and swings in a vertical plane at the end of a rope of length `l=2m` attached to a support at `O` . Determine the angle `theta` at which the rope will breack, knowing that it can withstant a maximum tension equal to twich the weight of the sphere.

The sphere at P is given a downward velocity v_(0) and swings in a vertical plane at the end of a rope of l=1m attached to a support at O . The rope breaks at angle 30^(@) from horizontal , knowing that it can withstand a maximum tension equal to three times the weight of the sphere. Then the value of v_(0) will be : (g=pi ^(2) m//s^(2))

The sphere at P is given a downward velocity v_(0) and swings in a vertical plane at the end of a rope of l=1m attached to a support at O . The rope breaks at angle 30^(@) from horizontal , knowing that it can withstand a maximum tension equal to three times the weight of the sphere. Then the value of v_(0) will be : (g=pi ^(2) m//s^(2))

The sphere at P is given a down ward velocity v_(0) and swings in a vertical plane at the end of a rope of l = 1m attached to a support at O . The rope breaks at angle 30^@ from horizontal, knowing that it can withstand a maximum tension equal to four times the weight of the sphere. then the value of v_(0) will be (g = 10 m//s^(2)) . .

A small sphere is given vertical velocity of magnitude v_0=5ms^-1 and it swings in a vertical plane about the end of a massless string. The angle theta with the vertical at which string will break, knowing that it can withstand a maximum tension equal to twice the weight of the sphere, is

A small sphere is given vertical velocity of magnitude v_0=5ms^-1 and it swings in a vertical plane about the end of a massless string. The angle theta with the vertical at which string will break, knowing that it can withstand a maximum tension equal to twice the weight of the sphere, is

A stone weighting 1 kg is whirled in a vertical circler attached at the end of a rope of length 0.5 m. Find the tension at Highest position

A stone weighting 1 kg is whirled in a vertical circler attached at the end of a rope of length 0.5 m. Find the tension at Lowest position

A bob tied to the end of a string of length 2m, other end of which is fixed at a point in a vertical wall at a point O. The bob is imparted a vertical downward velocity of 5 m//s when the string is horizontal and swings in a vertical plane. Find the angular displacement of the bob from its initial position, when the string breaks. Given that the tensile strength of the string is twice the weight of the bob. Take g=10 m//s^(2)

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 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 ?