M2 Point C Moment Calculation: Why is it Not the Same as Book?

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The discussion centers on the discrepancy between moment calculations at point C and point D in a mechanics problem. The user calculates the moment at point C as (0.3i) x ((125X(3/5) j +125(4/5) k), resulting in 30j + 22.5k, which does not match the book's answer. There is confusion regarding the direction of the force at point D and the correct displacement vector when calculating moments. Clarifications reveal that the force at D is actually in the direction of -4/5j + 3/5k. The conversation emphasizes the importance of accurately identifying force directions and displacement vectors for correct moment calculations.
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Homework Statement


for M2 , if i take the moment at pont C , then my ans would be (0.3i) x ((125X(3/5) j +125(4/5) k )= 30j +22.5k
Which is not same with the book which use moment about D . why ? Is the value at the triangle at te upper part incorrect (circle part) ?

Homework Equations

The Attempt at a Solution

 

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Picture is too small to read.
 
paisiello2 said:
Picture is too small to read.
 

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Still too small. Just blow up the diagram.
 
If you are taking moments about C then presumably you are considering the force at D. Isn't that in the direction -3/5j+4/5k? And should't the displacement vector be -3i?
 
haruspex said:
If you are taking moments about C then presumably you are considering the force at D. Isn't that in the direction -3/5j+4/5k? And should't the displacement vector be -3i?
Ya, I would ended up getting 22.5k +30j . But if I take moment about D , I would get 22.5j+30k... Is it correct?
 
werson tan said:
Ya, I would ended up getting 22.5k +30j . But if I take moment about D , I would get 22.5j+30k... Is it correct?
No, sorry, I had it wrong. The force at D is in the direction -4/5j+3/5k.
 
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