A ball of mass `1 kg` hangs in equilibrium from two string `OA` and `OB` as show in figure. What are the tension in string `OA` and `OB`? `(Take g= 10 m//s^(2))`

A ball of mass 1kg hangs in equilibrium from two strings as shown in If g = 10m//s^(2) what are the valuse of tension in strings OA and OB .

A ball of mass 1kg hangs in equilibrium from two strings as shown in If g = 10m//s^(2) what are the valuse of tension in strings OA and OB .

A ball of mass 1 kg hangs in equlibrium from two stings OA and OB in the diagram calcualte the tensions in stings OA and OB take g=10ms^(-2)

A block of mass 6 kg is kept in equilibrium with the help of strings as shown in figure. The tension in string PQ is (g = 10 m/s2)

Three equal weights of mass 3 kg each are hanging on a string passing over a fixed pulley as shown in figure-2.147. The tension in the string connecting weight B and C is : (Take g = 10m//s^(2) )

(a) A box of weight 10sqrt(3) N is held n equilibrium with the help of two strings OA and OB as shown in figure-1. the string OA is horizontal. Find the tensions in both the stings. (b) If you can change location of the point A on the wall and hence the orientation of the string OA without altering the orientation of the string OB as shown in figure-II. what angle should the string OA make with the wall so that a minimum tension is developed in it?

(a) A box of weight 10sqrt(3) N is held n equilibrium with the help of two strings OA and OB as shown in figure-1. the string OA is horizontal. Find the tensions in both the stings. (b) If you can change location of the point A on the wall and hence the orientation of the string OA without altering the orientation of the string OB as shown in figure-II. what angle should the string OA make with the wall so that a minimum tension is developed in it?

(a) A box of weight 10sqrt(3) N is held n equilibrium with the help of two strings OA and OB as shown in figure-1. the string OA is horizontal. Find the tensions in both the stings. (b) If you can change location of the point A on the wall and hence the orientation of the string OA without altering the orientation of the string OB as shown in figure-II. what angle should the string OA make with the wall so that a minimum tension is developed in it?