Q: Identify the zero-force members, and then find the force in all members of joint B ( BA, BG, BF, and BC) and GA using method of joints. 800 N 30 H G F E 3 m A D. -3 m- 3 m 3 m

Q: Given the trust below and a force P applied downwards at Point D, determine the member forces EC and…

A:

Q: For the lightweight truss shown 9 kN 12 kN 9 kN H G F ! 30° E 10 m 10 m 10 m 10 m ( all 30°, 60°,…

A:

Q: 100 mm 100 mm 300 mm 50 mm E В C D 200 mm F 150 N A

A: As from above diagram computing θ=0Take moments about B  ΣΜB = 0  (AX)(200)-(150) (500) = 0  200AX =…

Q: E 4 ft G B D 12 kip 4 ft A 4 ft 4 ft 4 ft- -

A: A truss is a structural member, used to create rigid structures. The main function of the truss is…

Q: For the lightweight truss shown 9 kN 12 kN 9 kN B F 30° H G A E 10 m 10 m 10 m 10 m ( all 30°, 60°,…

A: A joint is a section that is used to connect two or more mechanical parts. Based on the…

Q: D 2 m F В 1=350N 3 m A E C F2=300N 5 m 5 m

A:

Q: 2 m A G 1 m B F Д 2 m E 1 m D

A: Find all the forces in each member of the truss.P1 = 4 kN

Q: Using the method of Joints. Find the force in each frame member.

A: Given data is

Q: 3. Using the method of joints, calculate the forces in members and state whether they are in tension…

A:

Q: Three force P=120, F=240, and Q=240 KN,   1- the vertical reaction at G is 2-  magnitude of…

A: Given:Three force P=120, F=240, and Q=240 KNStructure diagram with lengths

Q: Q2/ Determine the forces at the pin ? joint (F) and the roller support (G) 30KN 20 KN 2m B 2m D 2m

A: find the reaction at F and G.

Q: A) Determine the forces acting on piece DG. Show your free body diagrams. W = 800 lbs.

A:

Q: Part C: For three elements (of your choosing), use either the Method of Joints or the Method of…

A:

Q: (1-a) 4m 3 m 3 kN

A: given; lets take horizonta reaction force at A=RAHlets take verticalreaction force at A=RAVlets take…

Q: The Free-Body diagram for joint A is drawn assuming that all internal forces are in tension (even if…

A:

Q: Q1/Determine magnitude of force at AG and GF members by using joint method. 10 kN 5 kN 4 m 45° G 2m…

A:

Q: For what value M of the clockwise couple will the horizontal component Ax of the pin reaction at A…

A: According to the given data Case-1 M is clockwise and Ax=0 Case-2 M is anti-clockwise Ax≠0  We need…

Q: 2) Use the method of joints to find the force in each member. State if each member is under tension…

A: Consider the free body diagram of the system as shown below.

Q: Determine the force in the link DE of the metal cutter. 15° 400 mm 15% 20 mm $15⁰ 15° 20 mm 400 mm…

A:

Q: possible methods. В A 4m 8m 4m 4m 600KN

A: To find magnitude of vertical and horizontal forces on each joint

Q: Three force P=255, F=510, and Q=510 KN, P 2.4 m F B 2.4 m D E 2.4 m F G - 4.5 m the vertical…

A: We are suppose to solve only 3 subparts so please post other parts as separate question.

Q: a- Use the method of joints to determine the force in member EG b- Use the method of sections to…

A: Truss is a rigid structure in which all the members are subjected to either tensile or axial…

Q: G -4 ft- AF FE Вс Gx AB Ax F #5 BF FC AF B Select the freebody diagram that would allow you to solve…

A:

Q: Q1 Find the moment of couple if d- 50cm and F=40KN FA d M=Fxd3D40x503D2000

A: As per given question  We have to find the moment of couple

Q: Find the forces in member FD and member FE.

A:

Q: For what value M of the clockwise couple will the horizontal component Ax of the pin reaction at A…

A: Free body diagram of section AB. Free body diagram of section BC.

Q: Find roller support reaction

A: Given data : Data of point load are Point load=P Point load=Q Point load=R

Q: a- Use the method of joints to determine the force in member EG b- Use the method of sections to…

A: For method of joint, we have to move joint by joint. For method of section, we choose an appropriate…

Q: Current Attempt in Progress Find the reaction at A due to the uniform loading and the applied…

A:

Free Body Diagram

The system of forces acting on a body tends to either rotate it or make the body undergo motion. In general, when an external agent exerts a force on a body, the body undergoes translational motion and rotational motion. The body has six degrees of freedom under the influence of that force. Here, three degrees of freedom are from the translational motion while the other three are from the rotation motion. However, sometimes the bodies are not allowed to undergo any motion and are fixed, under such conditions the body is said to be constrained.