Solution: Determine the distance y to the centroid of the

Chapter 10, Problem 10-68

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QUESTION:

Determine the distance \((\bar{y}\) to the centroid of the area and then calculate the moments of inertia Iu and Iv of the channel’s cross-sectional area. The \(I_{u}\) and \(I_{v}\) axes have their origin at the centroid C. For the calculation, assume all corners to be square

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QUESTION:

Determine the distance \((\bar{y}\) to the centroid of the area and then calculate the moments of inertia Iu and Iv of the channel’s cross-sectional area. The \(I_{u}\) and \(I_{v}\) axes have their origin at the centroid C. For the calculation, assume all corners to be square

ANSWER:

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Redraw the diagram of the with the sections as

                   

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