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aGiven that a beam with the geometry and loading indicated (C = 3200 N andD = 1500 N). Determine the moment of the loads on this beam using thereaction at B as the center of moments.

AGiven That A Beam With The Geometry And Loading Indicated C 3200 N AndD 1500 N Determine The Moment Of The Loads On This Beam Using Thereaction At B As The Cen class=

Sagot :

Given,

The load at point C, C=3200 N

The load at point D, D=1500 N

The distance between point B and D, d₁=2 ft

The distance between point B and C, d₂=6 ft

The distance between point A and point B, d₃=10 ft

The moment of the load at point C with B as the center of moments is given by,

[tex]M_C=C\times d_2[/tex]

On substituting the known values,

[tex]\begin{gathered} M_C=3200\times6 \\ =19200\text{ N ft} \end{gathered}[/tex]

The moment of the load at point C is 19200 N·ft

The moment of the load at point C with B as the center of moments is

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