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Exercise 5: For the simply supported beam shown in Figure 5, calculate the reactions at supports. y A 8 kN 5 kN/m 3 kN/m B → 1 m 2 m 1 m 1mm 1 m 1 m Figure 5 For the simply supported beam shown in Figure 5, calculate the Axial Force (N) at the sections along the beam you would find appropriate, and plot the corresponding Axial Force (N) diagram for the beam. For the simply supported beam shown in Figure 5, calculate the Shear Force (V) at the sections along the beam you would find appropriate. Plot the Shear Force (V) diagram for the beam by using the results obtained at Q19 above. For the simply supported beam shown in Figure 5, calculate the Bending Moment (M) at the sections along the beam you would find appropriate. Plot the Bending Moment (M) diagram for the beam by using the results obtained at Q21 above. Calculate the maximum Bending Moment in the beam (Mmax) shown in Figure 5 and determine its position Xmax along the beam relative to support A.

Exercise 5: For the simply supported beam shown in Figure 5, calculate the reactions at supports. y A 8 kN 5 kN/m 3 kN/m B → 1 m 2 m 1 m 1mm 1 m 1 m Figure 5 For the simply supported beam shown in Figure 5, calculate the Axial Force (N) at the sections along the beam you would find appropriate, and plot the corresponding Axial Force (N) diagram for the beam. For the simply supported beam shown in Figure 5, calculate the Shear Force (V) at the sections along the beam you would find appropriate. Plot the Shear Force (V) diagram for the beam by using the results obtained at Q19 above. For the simply supported beam shown in Figure 5, calculate the Bending Moment (M) at the sections along the beam you would find appropriate. Plot the Bending Moment (M) diagram for the beam by using the results obtained at Q21 above. Calculate the maximum Bending Moment in the beam (Mmax) shown in Figure 5 and determine its position Xmax along the beam relative to support A.

Residential Construction Academy: House Wiring (MindTap Course List)
Residential Construction Academy: House Wiring (MindTap Course List)
4th Edition
ISBN:9781285852225
Author:Gregory W Fletcher
Publisher:Gregory W Fletcher
Chapter1: Residential Workplace Safety
Section: Chapter Questions
Problem 12RQ
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Exercise 5: For the simply supported beam shown in Figure 5, calculate the reactions at supports. y A 8 kN 5 kN/m 3 kN/m B → 1 m 2 m 1 m 1mm 1 m 1 m Figure 5 For the simply supported beam shown in Figure 5, calculate the Axial Force (N) at the sections along the beam you would find appropriate, and plot the corresponding Axial Force (N) diagram for the beam. For the simply supported beam shown in Figure 5, calculate the Shear Force (V) at the sections along the beam you would find appropriate. Plot the Shear Force (V) diagram for the beam by using the results obtained at Q19 above. For the simply supported beam shown in Figure 5, calculate the Bending Moment (M) at the sections along the beam you would find appropriate. Plot the Bending Moment (M) diagram for the beam by using the results obtained at Q21 above. Calculate the maximum Bending Moment in the beam (Mmax) shown in Figure 5 and determine its position Xmax along the beam relative to support A.
Transcribed Image Text:Exercise 5: For the simply supported beam shown in Figure 5, calculate the reactions at supports. y A 8 kN 5 kN/m 3 kN/m B → 1 m 2 m 1 m 1mm 1 m 1 m Figure 5 For the simply supported beam shown in Figure 5, calculate the Axial Force (N) at the sections along the beam you would find appropriate, and plot the corresponding Axial Force (N) diagram for the beam. For the simply supported beam shown in Figure 5, calculate the Shear Force (V) at the sections along the beam you would find appropriate. Plot the Shear Force (V) diagram for the beam by using the results obtained at Q19 above. For the simply supported beam shown in Figure 5, calculate the Bending Moment (M) at the sections along the beam you would find appropriate. Plot the Bending Moment (M) diagram for the beam by using the results obtained at Q21 above. Calculate the maximum Bending Moment in the beam (Mmax) shown in Figure 5 and determine its position Xmax along the beam relative to support A.
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