Note: Show all your calculations steps. A 14-m beam is subjected to a load, the shear force follows the following equation: V(x) = 5+ 0.25x Where V is the linear shear force and x is the length in distance along the beam. The bending moment M can be calculated from the following formula: M = Mo + Vdx If Mo is zero and the length x is 14 m divided into increments as in table below, use the best combination of trapezoidal and Simpson's rules to find the moment along the whole beam. x (m) 3 5 7.5 10 12.5 14

Elements Of Electromagnetics
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Author:Sadiku, Matthew N. O.
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Note: Show all your calculations steps.
A 14-m beam is subjected to a load, the shear force follows the following equation:
V(x) = 5+ 0.25x
Where V is the linear shear force and x is the length in distance along the beam. The bending
moment M can be calculated from the following formula:
M = M, +
Vdx
If Mo is zero and the length x is 14 m divided into increments as in table below, use the best
combination of trapezoidal and Simpson's rules to find the moment along the whole beam.
x (m)
3
5
7.5
10
12.5
14
Transcribed Image Text:Note: Show all your calculations steps. A 14-m beam is subjected to a load, the shear force follows the following equation: V(x) = 5+ 0.25x Where V is the linear shear force and x is the length in distance along the beam. The bending moment M can be calculated from the following formula: M = M, + Vdx If Mo is zero and the length x is 14 m divided into increments as in table below, use the best combination of trapezoidal and Simpson's rules to find the moment along the whole beam. x (m) 3 5 7.5 10 12.5 14
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