PROBLEM 4 For the beam and loading shown determine the support reactions. --3 -- -3 ---3m- 16 lins Slips PROBLEM 5 For the beam and loading shown determine the support reactions. D
Find the Support Reactions and draw the Shear and Moment diagrams.
RVM 2 (30 pts) w=1.2 kN/m and p-10 kN. L1 = 6 m and L2-3m. さ -D
Using the Force Method, find the support reactions in the beam below. Support at A is a pin and B and C are rollers. EI is constant. a) Draw the free body diagrams of the superposition method b) State the degree of indeterminacy and find a way to convert the structure to a determinate one, draw the FBDs and clearly show the cutting sections and equations of the internal moments c) Find reactions in each support 2.5 N/m 10 m--10m-...
Q2: Application of Force Method on Frame Determine reactions at the fixed end support A and roller support C of the frame as shown in Fig 02 8KN/m AR-1250 (10) mmn -9m 3m 20 kN Inc-625 (10) mn 3m
7. Find the reactions at the pinned support and on the roller support. Then, determine the shear force and bending moment diagram as a function of r 48 kN/ m 6 m
Please draw a fbd too.
Q7. Determine the support reactions at B and C. 2 kN 5 kN A 3 kN 4 kN 6m 3m 3m 4m4m4m 4m
1. (a) Find all the zero-force members of the truss. (b) Determine the reactions at the supports B and D. (c) Determine the force in element GC. Assume support B is a roller and D is a pin 10 kN 3m B & 4m
5) W, Question 1 Find the magnitude and direction of support reactions
2. (20pts) Find the support reactions A and B. Find the mathematical expressions for the internal shear and internal moment of the beam, and sketch the shear and moment diagrams. A that wo=180N/m and L=9m. ssume 2
2. Determine all support reactions and draw shear and moment diagrams of the beam shown below by using the Moment Distribution method (10 points) 5 T/m 21 A DB 3m ΑΙΙ ΕΙ 10 T 2m 5m