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Question Description

A beam is subject to a uniform load.

• 1)Figure out the shear force and bending moment at location 8 inch by using the free-body method (10 pts)
• 2)Figure out the distributions of the shear force and bending moment by using the singularity function method (10 pts)
• 3)Plot the distributions of the shear force and bending moment (10 pts)
• 4)Calculate the shear force and bending moment at location 8 inch by using the distribution equations. (10 pts)

2. A beam is subjected to a uniform load and a concentrated load.

• 1)Figure out the shear force and bending moment at location 12 inch by using the free-body method (10 pts)
• 2)Figure out the distributions of the shear force and bending moment by using the singularity function method (10 pts)
• 3)Plot the distributions of the shear force and bending moment (10 pts)
• 4)Calculate the shear force and bending moment at location 12 in by using the distribution equations. (10 pts)

3. A beam is subject to a bending moment 600 lbf×in at 15 inches away from the right end.

• 1)Figure out the shear force and bending moment at location 10 inch by using the free-body method (10 pts)
• 2)Figure out the distributions of the shear force and bending moment by using the singularity function method (10 pts)
• 3)Plot the distributions of the shear force and bending moment (10 pts)
• 4)Calculate the shear force and bending moment at location 10 in by using the distribution equations. (10 pts)

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Name: ___________________________ HW 8 of EMM 303: Chapter 3 Load and Stress Analysis 100 pts and due on April 30, 2020, Thursday 1. A beam is subject to a uniform load. 1) 2) 3) 4) Figure out the shear force and bending moment at location 8 inch by using the free-body method (10 pts) Figure out the distributions of the shear force and bending moment by using the singularity function method (10 pts) Plot the distributions of the shear force and bending moment (10 pts) Calculate the shear force and bending moment at location 8 inch by using the distribution equations. (10 pts) q = 50 lbf/in 8in 24in 2. A beam is subjected to a uniform load and a concentrated load. 1) 2) 3) 4) Figure out the shear force and bending moment at location 12 inch by using the free-body method (10 pts) Figure out the distributions of the shear force and bending moment by using the singularity function method (10 pts) Plot the distributions of the shear force and bending moment (10 pts) Calculate the shear force and bending moment at location 12 in by using the distribution equations. (10 pts) 600 lbf/in 1,000 lbf 12in 10in 20in 40in 3. A beam is subject to a bending moment 600 lbfin at 15 inches away from the right end. 1) 2) 3) 4) Figure out the shear force and bending moment at location 10 inch by using the free-body method (10 pts) Figure out the distributions of the shear force and bending moment by using the singularity function method (10 pts) Plot the distributions of the shear force and bending moment (10 pts) Calculate the shear force and bending moment at location 10 in by using the distribution equations. (10 pts) M = 600 lbf  in 10in 15in 40in MSU, Qingzhou Xu ...
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