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For a simply supported beam of length L with a triangular load that varies gradually (linearly) from zero at both ends to w per unit length at the centre, the maximum bending moment is

AWL2WL^2

BWL6\frac{WL}{6}

CWL26\frac{WL^2}{6}

DWL212\frac{WL^2}{12}

Answer:

WL212\frac{WL^2}{12}

Read Explanation:

For a simply supported beam of length L with a triangular load that varies gradually (linearly) from zero at both ends to w per unit length at the centre, the maximum bending moment is wL212\frac {wL^2}{12}


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