Issue with understanding aspects of moments

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SUMMARY

The discussion centers on calculating normal reactions and moments in a physics problem involving a loft door propped open by a strut. The weight of the door is 100N, and the strut forms a 50-degree angle with the horizontal. The user successfully calculated the force in the strut as 35.46N but struggled with determining the normal reaction at the hinge, initially arriving at an incorrect value of 67.9N. The solution involves taking moments about the end of the strut for accurate calculations.

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Dongorgon
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Hi all, currently having a few issues with understanding a few aspects of questions involving normal reactions at angles. Just an example of where I am going wrong:

'A loft door OA of weight 100N is propped open at 50 degrees to the horizontal by a strut AB. The door is hinged at O. OA=OB=1m.'

To find the force in the strut, it was fairly straightforward. Taking moments about '0';

0.5x100sin(40)=Fsin(115)

Hence F = 35.46...N

However, when trying to calculate the normal reaction at the hinge, I'm truly lost how to consider the situation?

My attempt leads to: R+(35.46...)cos(25)=100
Which gives R as 67.9 N, yet is a wrong answer?! Any help would be much appreciated, thanks,
 
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Hi Dongorgon! :smile:

You'll need a moments equation.

Choose any point, and take moments about it (the end of the strut would be easiest). :wink:
 

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