Determine the absolute maximum shear and moment in the beam shown due to series of concentrated moving loads. 44.5 kN 66.75 kN 22.25 kN 35.6 kN B 2 3 - 5m 10 m 2 m 1.5 m 2.5 m

Q: 15 kN/m 5 kN/m 9 m

A: Given data  Simply supported beam  UVL Span length  I will break the given loading into UDL and UVL

Q: 1. Determine the maximum moment produced by the moving loads shown. 60 40 kN a) 14.5m 12 m 18 72 72…

A:

Q: 1. (a) Determine the internal normal force, shear force, and moment at point C in the double…

A:

Q: A 5 kN/m 5 m ▬▬▬▬ C ↓ EZZJ B 7.5 m 2.5 m The simply-supported beam shown has a total length of 10 m…

A: As per guidelines, first three sub parts have been solved.

Q: Which of the following most nearly gives the maximum bending moment? c. 162.00 kN-m d. 157.50 kN-m…

A: 10. Option- a 11. Option- d 12. Option-a

Q: Draw the shear and moment diagram of each structure

A: Find reactions:∑ MB=0AY9-121.5-0.5993-0.5992=0AY=3.75kN∑ Fy=0AY+By-121.5-0.59-0.59=0BY=5.25kN

Q: Draw the shear and moment diagram of the beam shown. Solution: 12 m 15, kN 18 m 30 KN 20 KN 2 kN/m B…

A: Draw the free-body diagram of the beam.

Q: Determine the absolute maximum moment in the beam due to the loading shown.

A: Resultant load:R=40+25+20R=85KNResultant load is applied at a distance of…

Q: Situation 7: The shear diagram for a beam is given below. 22. Which of the following most nearly…

A:

Q: 12 kN/m PROBLEM 5.9 40 kN Draw the shear and bending-moment diagrams for the beam and loading shown,…

A: Free Body Diagram of the given beam: Calculate the reaction at support A and C:…

Graphical Methods

The graphical method is a method of solving equations involving more than one variable using the Cartesian coordinate system. In civil engineering, the use of the graphical method is limited to the problems involving two variables. The graphical method has a great impact in solving the questions regarding engineering mechanics.