Part A For a beam like the one given in the video problem, 2 moment equations, written as functions of x, define the internal moment along the beam’s length. When the method of integration is used to determine the equation(s) of the elastic deflection curve, boundary and or continuity conditions are required to solve for the constants of integration that result. For a beam like the one given in the video problem, 2 moment equations, written as functions of , define the internal moment along the beam’s length. When the method of integration is used to determine the equation(s) of the elastic deflection curve, boundary and or continuity conditions are required to solve for the constants of integration that result. 6 3 2 4
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Part A For a beam like the one given in the video problem, 2 moment equations, written as functions...
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