If the center of Mohr's Circle has a moment of inertia value of 182 in4,and a reference point lies on the circle 123 in“ to the right and 95 in4below the center, determine the largest principal moment of inertia forthis same area and origin.315.2 in4351.8 in4392.5 in4337.4 in4376.3 in4The center of Mohr's Circle lies at (218, 0) in“ and the moment of inertiaabout the minor principal axis is 31 in“. If an axis E is rotated 22.5degrees clockwise from the minor principal axis on the cross-section,determine the moment of inertia about axis E.71.0 in449.7 in464.2 in485.8 in4O 37.8 in4

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If the center of Mohr's Circle has a moment of inertia value of 182 in4, and a reference point lies on the circle 123 in“ to the right and 95 in below the center, determine the largest principal moment of inertia for this same area and origin. 315.2 in4 351.8 in4 392.5 in4 337.4 in4 O 376.3 in4 The center of Mohr's Circle lies at (218, 0) in“ and the moment of inertia about the minor principal axis is 31 in“. If an axis E is rotated 22.5 degrees clockwise from the minor principal axis on the cross-section, determine the moment of inertia about axis E. 71.0 in4 49.7 in4 64.2 in4 85.8 in4 37.8 in4

If the center of Mohr's Circle has a moment of inertia value of 182 in4, and a reference point lies on the circle 123 in“ to the right and 95 in below the center, determine the largest principal moment of inertia for this same area and origin. 315.2 in4 351.8 in4 392.5 in4 337.4 in4 O 376.3 in4 The center of Mohr's Circle lies at (218, 0) in“ and the moment of inertia about the minor principal axis is 31 in“. If an axis E is rotated 22.5 degrees clockwise from the minor principal axis on the cross-section, determine the moment of inertia about axis E. 71.0 in4 49.7 in4 64.2 in4 85.8 in4 37.8 in4

International Edition---engineering Mechanics: Statics, 4th Edition

4th Edition

ISBN:9781305501607

Author:Andrew Pytel And Jaan Kiusalaas

Publisher:Andrew Pytel And Jaan Kiusalaas

Chapter9: Moments And Products Of Inertia Of Areas

Section: Chapter Questions

Problem 9.8P: Using integration, compute the polar moment of inertia about point O for the circular sector. Check...

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