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The tension in the rope securing the upper pulley and the force that must be applied to keep the system in equilibrium ​

The tension in the rope securing the upper pulley and the force that must be applied to keep the system in equilibrium class=

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Answer:

Explanation:

In a frictionless system with no acceleration, the tension in the rope must be F along its entire length

FBD analysis of the lower pulley has two upward acting tension vectors F and one downward acting weight vector W

2F = W

F = W/2

FBD analysis of the upper pulley has one upward acting support vector T and three downward acting tension vectors F

T = 3F

T = 3(W/2)

T = 1.5W

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