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Unformatted text preview: I“=‘/.1(18.25XH-7z)’*(6.3171103XU16)‘=2125M°‘M4 (33,) = 51:? V .l Ara. Ho.»(§ltficc¥mgg)_ A; = alumna): 13.015 1403 mm! q‘z»’zp+.?,__(lho) = loom I" = 7,3 (31,760va(usmSnb’Xpofmsaumo‘... ...A-=.-.-=- 1A; x.A.'-Az‘-A,-A4*--A5 = 13.4: ; mi M'- a, : z i; A; = 7.5. -=i..A,_ 4m, -i. “4‘93“: = Lusmo‘W is %.I - fling-mu Z = 7 '1‘; = 21“ =.- 1:84— 1:.“ ~15 - I“ - I.gs =8 177.5 1: l0" mm‘ cash 0-. (:9)? 2.1,: asaoxao‘m“ WM ’6: M,@')°_MI a1=§3,7lgzil. (13¢ -—- 355;” b6 ~Lo.4|»xl’)(z)m.zo)'-= awn}. PM: fimfmt- an with “spat iv an: than). its own cam-aid an“ 2“.“ Maud-axis thum- or?“ 31:": 9+ me‘dl) = (ydixlxy/z) = a: try a X1 “+ (y- '9" = r7- :rL—V 31" = (1- r)‘ Pmaixt uF swim a? dwent‘dfi 93H) MP“! to axes at}: , Its am cantmid equals zero. I’amlld- axis theorem «filial to flaunt. éh : 61., = 0+ (JWJ): (ruxlfitzittfly) V (W1: Igg‘y‘ +£13.62. . . =o+ (h-Qltlwszft) o 3 a 1:, == (117)305ka =§u§~fi 4'— A=¢6XI> +(Sfl) = ".0 m" 7 = (bummusxnlas) "-9 = LBH'in. if :7 1 I..;=_A.(3.o-'i)(-2+o.s)+ A.(-§+o.s)t3.s—i) z = (sXIXLIsbx-L 3H) + (5)0» l-3M)(l.t.36) (5‘7)- : (In): “0 (1”): = Ig‘y‘ + Agata: = 0+ (WWW) = 1235:: lo‘smm‘ (In). = (117): _ In, =2(|z.|5 zutz‘)g 24.3xlofim, ‘—_ “I: (on5) =3 3»?- g‘: (3.90.5) = 1.75 in} i = 0.9068 Rn. 7 . “new. 1' 1 0 CI»)? (”-2 “0 =225 in! (1“,): = £613.44: 0 +ll.753n1)(-°—'zfl‘)‘235§fi) 2 mm in? In as +0.13“ =aza4 1n? Ihy‘ a L, «a; = 3.2344435xaeasamswo) = -6.o?? 5934-— “ Massiwsin fillinda‘s. Se: scum-ab than.“ For d:m¢nsions,a~eas,4nd cs «mtg-I «mint, distnnCI‘u » b I‘, 31"" +ld.6z I’d-=0 A: 1.5-5: 6.: r I”: o +¥‘(r)(—g,) = -%:.‘ . . ‘ ‘ :X' =Iuv‘fAX? Area Mg. ®-§oukf51w¢[ 7. v; IOOMM 7g: warm“ 1‘“: ‘1; (unfunny : 4001 lo‘ mm M®ML€I A1= 4m xlo' mi: 7#=170m Iz=l70mm 2‘5 ...
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