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.Please Show All Work & StepsPROBLEM 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 CH
- Solved Determine the reaction forces at the supports A and BDetermine the magnitude of the reaction at support A, in kip. If: P = 276 lb, h = 14 in., A = 25 in. b = 9 in.Compute for the external reactions for all members of the frame shown. Please solve the following: Vertical Reaction at C = 624 (WRONG) Horizontal Reaction at C = 400 (WRONG) Horizontal Reaction at B = 400 (WRONG) Horizontal Reaction at D = 400 (WRONG)
- 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. )Compute for the external reactions for all members of the frame shown. Please solve the following: Vertical Reaction at A Horizontal Reaction at A Vertical Reaction at E Vertical Reaction at D Vertical Reaction at B Vertical Reaction at C Horizontal Reaction at C Horizontal Reaction at B Horizontal Reaction at DDetermine the magnitude of the pin reactions at Band Cif W = 1720 lb. 3.7' 3.7' 2.0' Answers: B = i Ib C = Ib