Please Help, double check your answers please Person 1X A12-Area Moments of 1 \"

Question

Please Help, double check your answers please

Person 1X A12-Area Moments of 1 " WileyPLUS © i lome | Chegy.com x Secure https:fedugen.wileyplus.com/edugen/Iti/main.uni a Meriam and Kraige, Fngineering Mechanics: Statics, Be Helo I ING PRINTER VERSION BACK NEXT ASSIGNMENT RESOURCES Appendix A, Problem A/001 Deterrriie the morments of inertia f he eclangular area about the x- and y-axes and ind the polar morrient of inertia about point O 412 Rending urstion A/0S Reading Question A/07 Problom A10 ppe éppentdix A, Prcatler 0.26h 42011 Appendix A, Problem 0.286 4059 Review Score Answers bh3 ho3 hi TO TEXT TO TEXT

Explanation / Answer

Ix = b*(0.26h)^3/3 + b*(h-0.26h)^3/3 = bh^3 *(0.26^3/3 + 0.74^3/3) = 0.14093 bh^3

Iy = h*(0.28b)^3/3 + h*(b-0.28b)^3/3 = hb^3 *(0.28^3/3 + 0.72^3/3) = 0.13173 hb^3

By perpendicular axis theorem, moment of inertia about z axis will be sum of these two.

Iz = 0.14093 bh^3 + 0.13173 hb^3

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