Moments and finding the Tension-Help

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The discussion focuses on solving a physics problem involving a flagpole supported by a cable. The user successfully calculated the tension in the cable to be approximately 300 N by analyzing the moments around the fixed end of the flagpole. However, confusion arises regarding the vertical component of the force at the fixed end, specifically how to express the tension in terms of its components. Clarification is sought on the implications of replacing tension with its vertical and horizontal components in the context of the problem. The conversation emphasizes the importance of correctly applying moment calculations to understand the forces acting on the flagpole.
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Homework Statement


1. Homework Statement

A flagpole of mass 25kg and 2.5m in length is held in a horizontal position by a cable shown in the diagram.
The centre of gravity of the flagpole is at a distance of 1.5m from the fixed end. Determine:
a the tension T in the cable;
b the vertical component of the force at the fixed end of the pole.
1zn6ik7.jpg




Homework Equations


Moment=F*perp distance
vertical component=Fsin(theta)
Horizontal component=Fcos(theta)
clockwise=anticlockwise



The Attempt at a Solution


I did (a) and I got around 300.Please call out on me if i get this wrong.
Calculate the moments around the end of the flagpole(left hand)
clockwise moment=250*1.5=375
anti clockwise moment=T*1.25
through division etc, i get 300.



What i cannot understand is (b) What does it mean by the vertical component at the end of the flagpole?
 
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What happens when you replace T with its components? BTW, your moment calculation involving T is incorrect.
 
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