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The ratio of moment carrying capacity of a square cross-section beam of dimension D to the moment carrying capacity of a circular cross-section of diameter D is:

A163π\frac{16}{3\pi}

B16π\frac{16}{\pi}

C165π\frac{16}{5\pi}

D83π\frac{8}{3\pi}

Answer:

163π\frac{16}{3\pi}

Read Explanation:

The moment carrying capacity of a square cross-section beam of dimension D to the moment carrying capacity of a circular cross-section of diameter D is 163π\frac{16}{3\pi} This is obtained by calculating the section modulus of both shapes and taking their ratio. The MOI of circle and square cross-sections are given. Using the formula for section modulus and substituting the values, we get the ratio of moment carrying capacity.

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