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2. CENTROID AND MOMENT OF INERTIA For the shape shown below, determine the following: (Make sure to label or describe the dif

Sõda S dA SỹdA j= S dA ΣΧΑ x= ΣΑ ΣΥΑ y = ΣΑ 1x = ſy’da dlx = dIx, + ýdA 1, = xdA dl, = dſy, + 8?da Additonal Equations and Sh

1 A = -bh 2 h С Ix = х 1 ch 3 1 bh3 36 1 36 b 12 36 1y = zoni hb3 y A = nr2 1 .4 Ix Tir4 4 1 C х ly = Tr4 4 у 1 A = 12 1x = r

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given Y=00754 건 3ft 3A 다. 다. 편 해 3120시3t32 14.5 +품 16쪽 7075료 2342 +342 + 길로 700752 건 306905ft = t324를 4312+길교 780075회 312 434please like like

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