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It would help you to draw the diagram as a first step, interpreting values as you go. Forces would be positive upwards, so forces A and D are negative. Also, label forces so you can refer to them in your solution. To find the resultant, as in your previous exercse, they would need to satisfy two conditions: Let R = magnitude of resultant force (watch sign/direction) Sum of forces =0: \(\Sigma F=0\), \(\Sigma F = -50+40+R+20-60 N =0\) Solve for F (watch sign, + up, -down) Sum of moments = 0 : \(\Sigma F.d=0\) You can take moments about any point, say A. Give it a try and ask for help if you need any. |dw:1404729632781:dw|
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