Situation 1. Determine ALL the member forces using Method of Joint. Determine if it is under Tension (T) or Compression (C). Tabulate your answers. 200 kN D 100 kN 100 kN B. F * 60° 60°% 60° 30° 60° 30° A G 2 m 2 m E 2 m 50 kN 50 kN
Q: 2. Determine the forces in members BC and FG of the loaded symmetrical truss. Show that this…
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Q: Determine the forces in members a) AB, b) AG, c) GF, d) BF, e) BC. PLS USE JOINT METHOD GIVEN:…
A: GIVEN DATA W1= 13 kips W2= 12 kips b°= 39 degree a°= 7 degree L1= 3 ft L2= 8 ft L3= 7 ft
Q: Determine the forces in members a) AB, b) AG, c) GF, d) BF, e) BC. PLS USE JOINT METHOD GIVEN:…
A: GIVEN: W1= 13 kips W2= 12 kips b°= 39 degree a°= 7 degree L1= 3 ft L2= 8 ft L3= 7 ft
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A: GIVEN DATA A TRUSS GIVEN WE HAVE TO FIND FORCE IN GIVEN MEMBER USING METHOD OF JOINT
Q: Determine the forces in members a) AB, b) AG, c) GF, d) BF, e) BC. PLS USE JOINT METHOD GIVEN:…
A: GIVEN: W1= 13 kips W2= 12 kips b°= 39 degree a°= 7 degree L1= 3 ft L2= 8 ft L3= 7 ft
Q: 3. Using the method of joints, calculate the forces in members and state whether they are in tension…
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- Determine the forces in members a) AB, b) AG, c) GF, d) BF, e) BC. PLS USE JOINT METHOD GIVEN: W1= 13 kips W2= 12 kips b°= 39 degree a°= 7 degree L1= 3 ft L2= 8 ft L3= 7 ft PLS SHOW COMPLETE SOLUTION, WRITE LEGIBLY AND ONLY ROUND OFF THE FINAL ANSWER IN FOUR DECIMAL PLACES, ANSWERS SHOULD BE IN THE ATTACH TABLE. PLS SHOW THE FREE BODY DIAGRAM ON EACH JOINTS AND IN THE ANSWER IDENTIFY IF IT IS A TENSION OR COMPRESSION. PLS USE THE GIVEN VALUES I ALREADY KNOW THE A B AND C PLS SOLVE NOW D AND E AND THE ANSWER SHOULD BE IN THE ATTACHED TABLEDetermine the forces in members a) AB, b) AG, c) GF, d) BF, e) BC. PLS USE JOINT METHOD GIVEN: W1= 13 kips W2= 12 kips b°= 39 degree a°= 7 degree L1= 3 ft L2= 8 ft L3= 7 ft PLS SHOW COMPLETE SOLUTION, WRITE LEGIBLY AND ONLY ROUND OFF THE FINAL ANSWER IN FOUR DECIMAL PLACES, ANSWERS SHOULD BE IN THE ATTACH TABLE. PLS SHOW THE FREE BODY DIAGRAM ON EACH JOINTS AND IN THE ANSWER IDENTIFY IF IT IS A TENSION OR COMPRESSION. PLS USE THE GIVEN VALUES VALUES OF LETTER D AND LETTER E SHOULD BE IN THE ATTACHED TABLE PLSGiven P=30kN. Using the Method of Joint, determine the force in Member FG (in kN). (positive indicates tension, negative indicates compression)
- The pin at O can support a maximum force of 3.5 kN. What is the corresponding maximum load L which can be applied to the angled bracket AOB? A. 0.541 kN C. 2.632 kN B. 1.676 kN D. 3.091 kNDetermine the forces in each member of the right half of the truss using the method of joints. Given: F1=5 kN F2=12 kN F3=4 kN F4= 11 kN L=8 mP1=215 N P2=325 N P3=150 N L1=3m L2=4m 1. Draw a "free body diagram". The diagram should be for members BE, BF, CF, and DF to help solve. 2. What is the force on members CF, BF, BE? Is each of these members having tension or compression?
- Suppose that P1 = 5 kN and P2 = 8 kN. Express your answer to three significant figures and include the appropriate units. Enter negative value in the case of compression and positive value in the case of tension. Fab = 10kN Fad = -13.2kN a) Determine the force in member BC of the truss. b) Determine the force in member CD of the truss. c) Determine the force in member BD of the truss.Compute for the forces P and Q if the force in member CD is equal to 6000 lb (C) and in member GD is equal to 1000 b (C). Show solution to answer P = 5170 & Q = 370PROBLEM 1: Determine the tension in each cable and the components offorce reaction at D needed to support the load. Required: 1. Find Dx (Answer: 1039.230 N), Dy (Answer: 0 N) and Dz (Answer: 0 N) 2. Find Tension AB (Answer: 467.667 N) and Tension (Answer: AC 673.808)
- Determine the magnitude of force (kN) in member BC if F=73323 N, a=3.33m, b=1.14m and c=5.69m. Round off only on the final answer expressed in 3 decimal places. Instead of units, indicate C if force is compressive or Tif tensile.The frame is used to carry high-voltage wires. If b=600mm, α=30° and W=981 N, find the internal force in member HJ? (Draw free body diagram)Load P = 1.75 kN acts on the skewed truss as shown in Fig. below. Assuming all the joints are pinned, determine the force in the members AB, BC, BE, BF, and EF.