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For the compound cross-section shown in Figure 1a, determine the position of the Centroid (e.g. calculate the coordinates xc and yc) with respect to the origin of the coordinate system shown in this figure. 100 400 units: mm. Figure 1a 1 450 * DX 200 + For the compound cross-section shown in Figure 1b, calculate the Second Moment of Area of this cross-section about its vertical axis Y-Y passing through the Centroid (xc, yc) determined in Q1 above. 450 Too (x, y) →X 400 K 200 * units: mm

For the compound cross-section shown in Figure 1a, determine the position of the Centroid (e.g. calculate the coordinates xc and yc) with respect to the origin of the coordinate system shown in this figure. 100 400 units: mm. Figure 1a 1 450 * DX 200 + For the compound cross-section shown in Figure 1b, calculate the Second Moment of Area of this cross-section about its vertical axis Y-Y passing through the Centroid (xc, yc) determined in Q1 above. 450 Too (x, y) →X 400 K 200 * units: mm

Structural Analysis
Structural Analysis
6th Edition
ISBN:9781337630931
Author:KASSIMALI, Aslam.
Publisher:KASSIMALI, Aslam.
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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For the compound cross-section shown in Figure 1a, determine the position of the Centroid (e.g. calculate the coordinates xc and yc) with respect to the origin of the coordinate system shown in this figure. 100 400 units: mm. Figure 1a 1 450 * DX 200 + For the compound cross-section shown in Figure 1b, calculate the Second Moment of Area of this cross-section about its vertical axis Y-Y passing through the Centroid (xc, yc) determined in Q1 above. 450 Too (x, y) →X 400 K 200 * units: mm
Transcribed Image Text:For the compound cross-section shown in Figure 1a, determine the position of the Centroid (e.g. calculate the coordinates xc and yc) with respect to the origin of the coordinate system shown in this figure. 100 400 units: mm. Figure 1a 1 450 * DX 200 + For the compound cross-section shown in Figure 1b, calculate the Second Moment of Area of this cross-section about its vertical axis Y-Y passing through the Centroid (xc, yc) determined in Q1 above. 450 Too (x, y) →X 400 K 200 * units: mm
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