Question
A 10 kg mass is hung from 2 light, inextensible strings such that the vertical string is attached to the top of the block at an angle 60 degree and the other string is attached straight horizontally to the adjacent side of the mass. How do we solve the tension in the horizontal string?
Answers
M*g = 10 * 9.8 = 98 N. = Wt. of mass.
The system is in equilibrium:
T1*Cos60 = -T2.
T1 = -T2/Cos60 = -2T2.
T1*sin60 = 98 N.
T1 = 98/sin60 = 113.2 N.
-2T2 = T1 = 113.2, T2 = -56.6 N. = Tension in horizontal string.
The system is in equilibrium:
T1*Cos60 = -T2.
T1 = -T2/Cos60 = -2T2.
T1*sin60 = 98 N.
T1 = 98/sin60 = 113.2 N.
-2T2 = T1 = 113.2, T2 = -56.6 N. = Tension in horizontal string.
Related Questions
A block Q Of mass 70 kg is at rest on a table it is connected to block P By means two light inextens...
A horizontal uniform bar of mass 2.6kg and length 3.0m is hung horizontally on two vertical strings....
A ball of mass 500g attached to a light inextensible strings whirled around at a constant speed of 8...