Question: and the 5. (a) Find the tension in each string in figures (a) through compression in the beams of (c), (d)). Assume that the

and the 5. (a) Find the tension in each string in figures

and the 5. (a) Find the tension in each string in figures (a) through compression in the beams of (c), (d)). Assume that the strings and beams are weightless. Heavy lines indicate ceilings, walls, or floors. (b) (c) (a) 90 30 70 100kg 250 100kg 90 (d) 90 2m 100kg 400 1m 100kg

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The question is asking us to find the tension in each string for figures a and b and the compression in the beams for figures c and d where the weights hanging from the structures are each 100 kg For all these cases we assume that strings and beams are weightless and the heavy lines represent ceilings walls or floors which can be considered as fixed supports Lets start with a The weight has two components of tension along the direction of the strings We will use trigonometry to find the tension in each string Let T1 and T2 be the tension in the left and right strings respectively For the vertical equilibrium since the weight ... View full answer

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