The moment of Inertia of the area in terms of x-y coordinate system are: k = 22 ft* Iy = 10 ft* Ixy = 6 ft* %3D Using Mohr's circle 1- Detemine Ix', Iy and Iy'. Consider 0 = 30°. 2- Detemine a set of principal axes and the corresponding principal moment of Inertia. |1 ft 4 ft 1 ft 3 ft
The moment of Inertia of the area in terms of x-y coordinate system are: k = 22 ft* Iy = 10 ft* Ixy = 6 ft* %3D Using Mohr's circle 1- Detemine Ix', Iy and Iy'. Consider 0 = 30°. 2- Detemine a set of principal axes and the corresponding principal moment of Inertia. |1 ft 4 ft 1 ft 3 ft
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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![The moment of Inertia of the area in terms of x-y coordinate system are:
Ik = 22 ft
Iy = 10 ft
Ixy =6 ft*
Using Mohr's circle
1- Detemine Ix', Iy and Ix'y'. Consider 0 = 30°.
2- Detemine a set of principal axes and the corresponding principal moment of Inertia.
|1 ft
4 ft
1 ft
3 ft](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F476eae7f-abe4-468d-ac11-0e5d77fb025b%2Fa15dd91f-0334-478f-a204-06b49f60bf0e%2Fbx7ifeq_processed.jpeg&w=3840&q=75)
Transcribed Image Text:The moment of Inertia of the area in terms of x-y coordinate system are:
Ik = 22 ft
Iy = 10 ft
Ixy =6 ft*
Using Mohr's circle
1- Detemine Ix', Iy and Ix'y'. Consider 0 = 30°.
2- Detemine a set of principal axes and the corresponding principal moment of Inertia.
|1 ft
4 ft
1 ft
3 ft
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