# Mechanics equilibrium of rigid bodies

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#1
I'm stuck on part a) of the question. I think you are supposed to take moments about A. I not sure how to do this as you don't get given an angle therefore I don't know what the value of cos theta will be. Thanks
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1 month ago
#2
(Original post by Anonymous_4657)
I'm stuck on part a) of the question. I think you are supposed to take moments about A. I not sure how to do this as you don't get given an angle therefore I don't know what the value of cos theta will be. Thanks
Well you've got a right-angled triangle and two of the sides: That's enough to work out any angles you need.
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#3
(Original post by ghostwalker)
Well you've got a right-angled triangle and two of the sides: That's enough to work out any angles you need.
I'm still a bit confused on what to do. Please may you help. In the answers it says cos theta is 2/ square root 13.
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1 month ago
#4
(Original post by Anonymous_4657)
I'm still a bit confused on what to do. Please may you help. In the answers it says cos theta is 2/ square root 13.
But which angle is theta?
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1 month ago
#5
(Original post by Anonymous_4657)
I'm still a bit confused on what to do. Please may you help. In the answers it says cos theta is 2/ square root 13.
If you're confused about taking moments, go back to the definition: The perpendicular distance of the line of action of the force multiplied by the magnitude of the force.

So, what's the line of action of the force, and what's its perpendicular distance?
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#6
I just don't understand how they got the value of Cos theta. ghostwalker
Last edited by Anonymous_4657; 1 month ago
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1 month ago
#7
(Original post by Anonymous_4657)
I just don't understand how they got the value of Cos theta. ghostwalker
See my post #5 to start. I don't know where you're upto, what you've been able to understand so far. What angle theta is. You've not posted the markscheme you're looking at, and I'm not a ...... mind reader.
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#8
(Original post by ghostwalker)
See my post #5 to start. I don't know where you're upto, what you've been able to understand so far. What angle theta is. You've not posted the markscheme you're looking at, and I'm not a ...... mind reader.
Here is the mark scheme. Sorry if I have caused you any inconvenience or hassle.
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#9
(Original post by ghostwalker)
See my post #5 to start. I don't know where you're upto, what you've been able to understand so far. What angle theta is. You've not posted the markscheme you're looking at, and I'm not a ...... mind reader.
Can you help me understand how they get the value of cos theta?
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1 month ago
#10
They get the value of cos theta by just using trigonometry as you know the ratio of two if the sides so you can find the third by using pythagoras then from there you can find the exact value of cos theta
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1 month ago
#11
(Original post by Anonymous_4657)
Can you help me understand how they get the value of cos theta?
So, theta is in the top left.

Cos theta = adjacent / hypotenuse.

Hypotenuse, via pythagoras, is

Hence
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#12
(Original post by ghostwalker)
So, theta is in the top left.

Cos theta = adjacent / hypotenuse.

Hypotenuse, via pythagoras, is

Hence
Thanks. I was getting a bit confused where theta was. I didn’t realise it was in the top left. It never specified in the question.
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1 month ago
#13
(Original post by Anonymous_4657)
Thanks. I was getting a bit confused where theta was. I didn’t realise it was in the top left. It never specified in the question.
Theta is top left in the markscheme (diagram at top), but if you were doing the question without having seen the markscheme you could have chosen a different angle to be theta - e.g. the bottom right. Either would be fine, just give slightly different working, but getting the same results.
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#14
(Original post by ghostwalker)
Theta is top left in the markscheme (diagram at top), but if you were doing the question without having seen the markscheme you could have chosen a different angle to be theta - e.g. the bottom right. Either would be fine, just give slightly different working, but getting the same results.
Thanks. That was just what confused me. I really appreciate the time you have given up to help me clear this question up. Thanks again.
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