1. Determine the centroid of the lines that form the boundary of the shaded area as shown in figure below. Assume all dimensions in cm. (8 = 5.26 cm; 9 = 5.41 cm) 17 AM

Elements Of Electromagnetics
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Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
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For the cross section of a culvert shown in figure, compute the moment of inertia about the horizontal X axis. Assume all dimensions in cm.

ESM Assignment 2
1. Determine the centroid of the lines that form the boundary of the shaded area as shown
in figure below. Assume all dimensions in cm.
(8 = 5.26 cm; ỹ = 5.41 cm)
12
2. Locate the centroid of the shaded area (figure below) created by cutting a semicircle of
diameter r from a quarter circle of radius r.
(E = 0.636r; ỹ = 0.348r)
3. For the cross section of a culvert shown in figure, compute the moment of inertia
about the horizontal X axis. Assume all dimensions in cm.
(kx = 90.8 cm)
Transcribed Image Text:ESM Assignment 2 1. Determine the centroid of the lines that form the boundary of the shaded area as shown in figure below. Assume all dimensions in cm. (8 = 5.26 cm; ỹ = 5.41 cm) 12 2. Locate the centroid of the shaded area (figure below) created by cutting a semicircle of diameter r from a quarter circle of radius r. (E = 0.636r; ỹ = 0.348r) 3. For the cross section of a culvert shown in figure, compute the moment of inertia about the horizontal X axis. Assume all dimensions in cm. (kx = 90.8 cm)
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