The truss structure shown below is pinced to the wall at Band F. h h h h + + H G F m А B D w Allow W 45.3 KN h37 8 = 60

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answerhappygod
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The truss structure shown below is pinced to the wall at Band F. h h h h + + H G F m А B D w Allow W 45.3 KN h37 8 = 60

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The truss structure shown below is pinced to the wall at Band F. h h h h + + H G F m А B D w Allow W 45.3 KN h37 8 = 60 degrees
Part A- Part A Is this structure statically determinate? Yes No Submit Regstest Answer
Part B - Part B Identify any zero force members. More than one option may be selected. Member AB Member AJ Member BC Member BH Member BJ Member CD Member CG Member CH Member DE Member DF Member DG Member EF Member FG Member GH Member GJ Submit Request Answer
Part C. Part You are asked to find the forces in members GH and CG using the Method of Sections. Which members should you make a cut through? More than one option may be selected. Member AB Member AJ Member BC Member BH Member BJ Member CD Member CG Member CH Member DE ロロロロロロロロロロ Member DF Member DG Member EF Member FG Member GH Member GJ Submit Request Answer
Part D - Part 1 Having made a cut through the members in the previous part, you not want to solve for Member GH Which of the following qulbrium equations is the most efficiente. which one will allow you to solve for the required member in one equation) Ο ΣΜ, -0 Ο ΣΡ, «Ο Ο ΣΜ. «Ο O EF, -0 Ο ΣΜΟ Submit Request Answer Part E. Parte tolve for the force in member and state whether it is intention or compression Express your answer to three significant figures in units of kN. Enter negative value in the case of compression and positive value in the case of tension Ρ ΑΣΦινος Fow - EN Submit Best Answer
Part F. Part F Solve for the force in member CG and state whether it is in tension or compression Express your answer to three significant figures in units of kN. Enter negative value in the case of compression and positive value in the case of tension. Vo] ΑΣΦινος 2 Foc- EN Submit Haust. A Part G. Para Next we want to solve for the tone in Member DE What would be the most efficient approach to solving for the force in thin member? Using Method of Sections and then My0 Using Method of Sections and then F0 Using Method of Sections and the SME = 0 Using Method of Joints O Using Method of Sections and then EF, =0 Ung Method of Sections and then M 0 Submit Best A
Part H. Part Solve for the force in member and state whether it is in tension or compression Express your answer to three significant figures in units of kN. Enter negative value in the case of compression and positive value in the case of tension VD AEG! ? AN For Submit Request Answer
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