Problem 8 Determine the reaction at the roller support A and B and pinned support C. El is constant. Mo B L- L- C
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- Draw the FBDs for the beam ABC and the segments AB and BC. Note that the two segments are joined by a pin at B. Count the total number of unknowns and the total number of independent equilibrium equations.PROBLEM 3 Given the frame to the right. There are pins at A and C. Solve for the reactions at A and C. 3 m 60° B 2 m 10 kN 2 m CHPROBLEM 1 Determine the support reactions at A and E. -3 ft- 300 lb -3 ft B 4 ft 500 lb
- Based on Problem 5-11 from the textbook. Determine the reactions at the supports. w=420 b= 2.9 m a= 3.4 m 4 a W b BDraw the free body diagram showing the reactions for each type of supportsDetermine the following a) reactions at the roller, b) reaction at A. The pulleys at C and D are small. The bar ABFC has a mass M. The mass center of gravity is located midway in the bar ABFC. GIVEN: L1= 1.5 L2= 0.3 L3= 0.4 L4= 0.5 M= 520 T=700 PLS SHOW COMPLETE SOLUTION, DRAW THE FREE BODY DIAGRAM EACH ROUND OFF ONLY TO FOUR DECIMAL PLACES IN THE FINAL ANSWER, WRITE LEGIBLY PLS USE THE GIVEN VALUES
- Determine the support reactions for this truss. There is a pin at A and a roller at E. Please draw the appropriate free body diagram for this situation.Determine the reactions at the pin support A.Problem 4: Determine the normal reaction (in kN) of the roller at B and hinge reactions at A for equilibrium of the truss shown. (Show COMPLETE solutions in all the problems. FREE BODY DIAGRAMS ARE REQUIRED FOR EVERY PROBLEM BEFORE NUMERICAL SOLUTIONS. )