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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 difſõda Ž= S dA Sõda j = S dA ΣΧΑ ž= ΣΑ ΣΥΑ ΣΑ y = = y²da dlx = dīxı + ģ2dA 1y = 5 x?da dly = dĪy, + t2dA Additonal Equations anA = =žbh Ix = انا | پی 1 -bh3 36 1 1 2 ly = -hb3 36 A = nr 2 Ix 1 ar4 4. 1 X ly = -ar4 4 у A = r2 1x = ar* 1 1 X .4 ly = TO 4

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AIE 13 - 21 $ O 3 1- brangle, 2 → Rectarple 31 Semi bircle, 4circle void. x 3X2 = 3 ft? , 2735 0.666 CE A 3X2= f ft 8= =! ME

I 342 = 0.6666 FLY 36 F2 = x= 2Ft I3 = TEXT = 0.3927 AY 8 4 IŲ = - TTXO:15 =-0.2485 FEY 4 . Il + sffitaly [0.6666 + 3X0-666

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