(A,C) (1),0) (K,0) (В. -с) What angle (in radians) should the axes be rotated which will result to the average moment of inertia for either x or y axes? Moment of Inertial about the Y-axis - 0.007 x 100 mmª. and Product of Inertia, ly 1.000 x 10° mm Use three (3) decimal places Answer in radians

International Edition---engineering Mechanics: Statics, 4th Edition
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ISBN:9781305501607
Author:Andrew Pytel And Jaan Kiusalaas
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Chapter9: Moments And Products Of Inertia Of Areas
Section: Chapter Questions
Problem 9.87RP
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(A,C)
(D,0)
Fo
(E,0)
(В.-с)
What angle (in radians) should the axes be rotated which will result to the average moment of inertia for either x or y axes?
Moment of Inertial about the Y-axis = 0.867 x 10° mm* .
and Product of Inertia, ly = 1.000 x 10° mm
Use three (3) decimal places
Answer in radians
Transcribed Image Text:(A,C) (D,0) Fo (E,0) (В.-с) What angle (in radians) should the axes be rotated which will result to the average moment of inertia for either x or y axes? Moment of Inertial about the Y-axis = 0.867 x 10° mm* . and Product of Inertia, ly = 1.000 x 10° mm Use three (3) decimal places Answer in radians
(A,C)
(1),0)
(E,0)
(B,-C)
Compute for the value of:
Average Moment of Inertia
Moment of Inertial about the Y-axis = 0.687 x 10° mm*.
and Product of Inertia, lyy = 1.000 x 10° mm*
Fill in the blanks
x 10° mm*
Transcribed Image Text:(A,C) (1),0) (E,0) (B,-C) Compute for the value of: Average Moment of Inertia Moment of Inertial about the Y-axis = 0.687 x 10° mm*. and Product of Inertia, lyy = 1.000 x 10° mm* Fill in the blanks x 10° mm*
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