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Unformatted text preview: = 25. The strut is in equilibrium. Therefore, the net torque exerted on the strut is zero. We choose our rotational axis at the hinge. The balance of torques equation yields mg(L/2)cos MgLcos + Tsin( )L = 0 T = (M + m/2)gcos /sin( ) = 5.15 10 3 N b) What are the horizontal and vertical components of the force on the strut from the hinge? Since the strut is in equilibrium, the net force exerted on the strut is zero. The balance of forces equation yields x: F x Tcos = 0 F x = Tcos = 4.97 10 3 N y: F y mg Mg Tsin = 0 F y = mg + Mg + Tsin = 4.57 10 3 N...
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 Summer '08
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