Calculate the centroidal product of inertia for the region shown, knowing that the coordinates of its centroid are located at x = 25.86 mm and y = 68.54 mm, respectively.
a.
1.42 x 106 mm4
b.
-1.28 x 106 mm4
c.
1.63 x 106 mm4
d.
-1.19 x 106 mm4
Answer is (d) i.e. -1.19 × 106 mm4 .
I have checked multiple times but none of the answers is matching accurately. So most nearest value will be the answer.
Calculate the centroidal product of inertia for the region shown, knowing that the coordinates of its...
Calculate the centroidal product of inertia for the region shown, knowing that the coordinates of its centroid are located at x = 25.86 mm and y = 68.54 mm, respectively.a. -1.28 x 106mm4b. 1.42 x 106 mm4c. -1.19 x 106 mm4d. 1.63 x 106 mm4
Calculate the centroidal product of inertia for the region shown, knowing that the coordinates of its centroid are located at x = 25.86 mm and y = 68.54 mm, respectively a. 1.63 x 106 mm4 b. -1.19x 106 mm4 c. -1.28 x 106 mm4 d. 1.42 x 106 mm4 Please show complete solution. y 60 30 25 90 20 X 80 a. 1.63 x 106 mm4 o b.-1.19 x 106 mm4 O C. -1.28 x 106 mm d. 1.42 x...
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