An L-shaped object, made of thin rods of uniform mass density, is suspended with a string as shown in figure. If AB = BC, and the angle made by AB with downward vertical is θ, then :

rigid and uniform one meter long rod AB held in horizontal position by two strings tied to its ends and attached to the ceiling. The rod is of mass 'm' and has another weight of mass 2 m hung at a distance of 75 cm from A. The tension in the string at A is :

L shaped rigid rod is hanged from support as shown in the figure. Length of each  limb  is  L and mass  M. Angle  θ  in equilibrium will be  tan−1(N). Find the value of  N.

A uniform thin rod of mass ‘m’ and length L is held horizontally by two vertical strings attached to the two ends. One of the string is cut. Find the angular acceleration soon after it is cut

A 3.05-kg object is attached to a vertical rod by two strings as shown in the figure below. The object rotates in a horizontal circle at constant speed 6.90 m/s.An object of mass m attached to a vertical rod by two strings each of length 2.00 m is shown. One of the strings is attached to the top of the rod and the other string is attached to the bottom. The distance between where the strings are attached is labeled 3.00 m. The object is rotating away from the rod along a horizontal circular path around the center of the rod.(a) Find the tension in the upper string. N(b) Find the tension in the lower string. Your response differs from the correct answer by more than 10%. Double check your calculations. N

A rigid rod XY has negligible mass and length 75 cm. The rod is suspended from a fixed point Pby a string attached to end X. An object of mass 11 kg is suspended by a string that is attached tothe rod at a distance of 25 cm from end X, as shown.75 cm25 cm11 kgPX YWhich vertically upward force acting on end Y of the rod would hold the rod horizontally inequilibrium?A 3.7 N B 33 N C 36 N D 320 N