⑥ 4) ① 49-1 41441m • ↓zµy1mk 3) I ↓ ↓•t ' > Egypt FEMA (8)5) 't . , 9) • 5h41m fqq2FEm 3M = ×, FEMA FEM 3¢ : § G) (8-1-72dx 2 (3) (8-35 gz 1281 1- = # FEMA zw = FEM,z : [ m=1 p=3dx 4-4, - 82 = 6-8 - Ack 8- y=✗ -3 ¥+5 (5) (5-2137)+18*-3 82 6 ) ( x)( 8- xJ 82 d✗ (-6%1)+240 }¥18-512 + 26%8-35 + 45 I 2403 + 144 m - 256 82 + +1%1×518 y + ¥ 82 - x) 5 (3) d✗t MIX A) ' (2157-3)+18*-3 82 a - y -3--16--67 229 - + F- Ydt ¥ 31×718 ×) , M= - 82 FEM + - 3-5 4=3 14.399144 m qq.gg ,§¢-"É)(Ñ( = 82 ¥zᵗ%¥ , 4-4=-5 (1--0) 2M + × =m( + → ) 4- % 4--4 - - 4÷g -43 me ,> gym 3m -4--4 me ) ( +718 82 - ) × DX ⑥ 4) É 41411m • (8) 5h4m • -2 ↓•¥§q2FEH☐ t.qpt.t.lt 9) ↓ 3,41m¢ 3) r ⑥ 4) • É 4h41m ↓ 3h41m r > FEMA , 5kt M ↑ - 3m 3m - 4m IT 2 midl t.GG " "mid , 5kt m ↑3m1m'_ ↑ - FB PA + 2m "" PA = 10.214 I 4m + + ] It -21=4--0 -2M@ 13--0] -17 - - - 14.399-4%-17) -2157+5-315>(2-5) 2¥ (2-3)+18.518 ☒ = 10.214 133--14-786 Ymid :O ) 10.214-41%-2-36 +12*187=0 Ym;D : Ymid _- -0.78614-1 0.78610N ↑ ] -12 EMmid=o 10-214 (4) -14.399 _ , 4z( 3) +5-243+34710-5)tMmid=0 Maid -12.957144 m - : Mmid : 12.957194 - m ↳ ② A 7kt ↓ 5144m Ggg t.tt '- ¥ + f. ABG " " , Ely Ely % % t.t.t.tt 1ˢᵗ 8m $130 = 47kt M*=5( 8) (4) * 7- (5) 4$ / BBY TB, "" ↑ At Ay=5( 8) +7 zoom 5144m >* ogdwa.to & ↓ 1- ↳ ↳ $ 5- oom Bg gf "" " 47×-195 (✗ ) ° _ ' = = - 195144 m - 51×1×-1 - 47¥ 195×-56×3--76=-255 - Cz :O + a )} ¥-5 55¥ -47%3--195,1--2 Ely _ _ Dpg ; @ ×=8 6--0 71×-5) - ax + cz -311=1,4-167 / $Byt#A=É ↑ to ↳ At ' ° Ely '=8✗ -1-1-1=4×2 4--0 - _ - Tio 8m Ely "=8(✗ ) MA -8kt ME - ⇐ ✗ ta - taxtcz G :O @ ✗ =8 - BBY '= 179¥67 - @ ✗ =8 ;D :O 49.024 BBY -1dB:O By( DBY )tDBÉ° Byl "%Y÷) By -- - ↓ 5144m = t.tettttggga.to ,Akg § ' 7141 ↑A-1=28753 3"¥;I=o 5.00m 300M HMMMM 18.247 3.753 7kt -3.247 ↓ 5144m . Mfg • t.ABqttel-tettoga.es ↑Ay EF.io ] 5- 00m 300m ↑ -18.247 • A -1--5183-17-18.247 ggg Aye 28.753T EM @ A=o]M*= -18.247-(87+518) (4) + 7- (5) M*= 49.014194 \ -18-2 28.75.3 ' µ,a ↑ - m -49.029 • -18-247 ③ 6141M 51911m 5kt ABq'l↓↓•tq☐ / / T q , / / / 3 3 4 / / z SPAN A-B 58dm FEMA PEMBA 114+6+1 # d ' ' 5 12¥ B- 3¥)°tFEt^AB 2%(0-13) ¥ - = 51×716 _Ñd✗ FEME 5 FEMA ¥ ↳ C) FEM ¥ 5,551×146-+72 FEMI≥# 14*3=2 , 62 36 ¥2 14*3--1-31=10-13 ¥ MBA -- 2 , I - (2931-07)+-3*+1=-1-1×11312 2¥ (20-13) -1¥ ¥ MBAs } E' 0-13 MBA _- + 2 SPAM BC (6,6) FEMpx €19 m= t.tt 13,03 • 3m 3m 0-6 3-6 4- 0--2 = § = (1--3) 6AM • FEMURS • 2 SPAN D6µym C- FETED 4m M= FEM, , FEMp.ci pop, = 5,6 (2×-6) ( ×)( 6-F) dx ' } ↳ e) f) (2×-6) ( Ñ(G FEMA, d× 4%-2 Mbc _-Zᵗ ( 20-13+0=-13*7 FEAR FEM cos _- 2¥ Cops -102) ¥-0 - = FEM@ = 62 62 ftp.c-tz El (20-13-19) ¥-0 - Magi EET ( 20C 60¥ UM = = -1-6=-23-(1--0) ; 4--2×-6 ° : ↓ te te c 2 j 5kt § -10-13+3*0 1- FEM µ↳=%El (202+0-13) -120¥ Margit El (20-4013)+29,70-4 ¥ 4--6 ⑥ F) G) ( -3¥ xp 6- 62 dx + -4,7-64 5 (4) (2) 2 Gz _ ¢ (6- 3¥ )( 6*3 d So FEMME 3¥ 2 Masi ¥ (2021-0%-3%1) FEM☐c= , - 62 ftp.%E1CZO-c) Magi 3- Eitc 3 FEMA ↓ µ _ 1- FEM 62 an 43¥ <¥ ⑤ Mpc zE↑(w-☐tO-c_3¥)_ + 5( ¢342) - , Moses ᵗzE10-c + %¥ ⑥ FEMPC ' H±b= -3 EIEE ¥ MIA = } E' 0-13 ¥ + MIC § = • I - _ C 3 3--13 El (202-193) -129¥ My 3- Eitc = _ { E ' too -1013) -129¥ 4 CONSIDERING DIFFERENTIAL MBA t1•='5 ☒ Be • 2-31--10-13 t ¥ -1-10-13-1 = * El (20-13-102) + - - %-) (a) -23-1=10-13 1-36--10=-1%-0 _ 3%-10-13-1 ÉEI 0=+34%01--0 skmtM-HEM.LY SOLVING EQN 748 ⑦ C- ) Mooc = (§ Elite -4,3¥) { Etop { EIO-ct.gl?o3-=0 ⑧ £90B t§Eq ¥= SEGMENT @ SUPP B • = - e- B MBA = 3- EIO-ct-zEIO-p-Y-f-z-EIO-c-43.bg { 10=+1-3 Eloy -3%-2=0 8 443¥ ⑤ Exits # Oc +3¥ ⑥ • SEGMENT @ SUPP c e) Maa ti•=+ Mas 2 (20-13-102) 6¥ El CONSIDERING DIFFERENTIAL 7 SUBSTITUTING ] = = -16.066 MBA = 6-201 Mbc i -6-201 Mcb = 5-7-88 Mcp = 1-6.066 KH m ↳ = 6.201 ka m 2 = 6-201 kttm G = 5.788 My m - 2 = -5.788--5.788 KH M G = 9-595 = 9-595 -9-865/1--1 to = 5.852 0-BGO-c.to EON 1-6 : Maps MDC , % - - - My m 2 - /El ;+µ%= ,* + →= MAB ↳ Skxilm MBA " 5*-1 Tay EM@ GO] EM@ 13=0 ↑ 8-356 kN Ay=4(5) -8.356 11.644 IN Py 1- 5-7-88 4=7431 ↑ ↑ BY -- _ - +5-6-6345 Cys A' 431 Cy _- Ay BY = 10.3655 16-066171 MG Mosi 9.59541 m ≥ 11.644 THT Dy 6.634519Mt t Cy - = = 9.925 - = = .am#:,+a.s-as- 6.6345 134--1.569144 ↑ * Mpc > ¥ BY ] Ay " 'm Mcd Mars t.tt#-gisd-.---.--.--.t EM@ A--0 = Mpc ↓ A§tg2 ¥ - """m 17.7965191T ④ A- Eg anilin t.t.to t . com 41411M I ☆ t ↓ , 1%1,1 . t ↑ 1×619-1 / 10m At Has ① / A- 130 BY Ely ↑ to A- % 260141 = - m USING DIM : / DBy② ☆ Aby ③ ① Ay= 41107-16--4619-1 Ely 's 23×2 ' A 6110) -110 (4) (5) Ely "= 46×-260×0 f- ] / I ↳ ↓ B • 1×619-1 41411m "" @ - 2×2 - 260×-2-3×3 233-+3-130×2 t 4=10 ] Aps -5 -78¥ = - 4--0 + a Cz=0 " ✗ + Gxtcz ' ' MA HAB ③ F' µ ' , tray T com ' to Asi KO M*= 10 fly "= 10×0 Ely'= AX El -1--5×2 com TAY 4110>(53-1640)-21 EM @A -0] Gio ooo -21=-1--0] , DBY -115130=0 (13-1) BY 144T 25 By=59, 100-150) 3E1 " - 21 ᵗÉT=° kit - Abo 50000 Dpsy (13-1)+0130--0 ye , Htm ↳ A -1+21=41107+6 ' 1000 -50 tax -1 or ] Dpy '=oe%ʰ = 3=4 EID • 1×2114-1 Aye - @ ✗ in =D • = F- ta - Éq . ✗ - 1,6kt 4h4m t.t.tt MA ◦ =5ˢ = 0 v0)=M# p ti 4h4m MA *% • ↳ 10M ↑ Ay Bo Aye 4110) -1 P NI * 440)( 5) + PC 10) Ay 40-113 Mai = - - Ely"= *Otp) ✗ Ely 's ¢10 -1B¥ Ely EIDBO = G = = 200-1107 Goo top)( ✗ ) ° - - @ top) ✗ the (40+10)×63--40071010) ¥ Cr - 0 500,01=140+14 (¥ ) substitute ✗ =p 500C Otp ) = 3 P= P= - - (%-) 60Mt 60144 ↑ - 1200 -110B¥ too -110B¥) tax -14 50k711m A Bf 251941m + 1- ↓ 3M * c + ↓x•↓ 7M ☐ GB -1 . 2M 501941m 504mm SEGMENT CD SEGMENT AC ↓ FEMDBFEYx_6AIt.titl@c2FEM.ca f. €9 FEMA> 251441m to ↓ + • 3M FEMA zm 25T¥ " = = , f- EM@ ¥ ↳ E) FEM FEMA ¥-2 FEM☐; : 0 0 MAE 2 ( 20-1++0-0 -3¥)+FEMpc FEM MAE 3- El (E) 2¥ ( - ¥ -1¥?tFEM¢A Max : that : 4¥ ( 14 # = 4-3 El Oct 7¥ Zoe Oc A ) -17¥ = # % = = ↑N↳=2 to ↳ ¥25 ≥ ( 2%+07 + - , = El (2%+07) H☐c= 2¥ Gets -10C - FEED ¥ ¥ to FEM * 3 50125 = 30 ¥ 2 6- -1*3 ?¥)°+FEM☐, Mimi = ↓FEMB☐ ↳ C- ) FEM,y= 14b, • ˢ = = µ 2M = FEM D= 0 Ma :{ Elliot -10-0) Ma, 2 * M☐ = FEMa.ci § ☐ Yg%- 503¥ = to ↓ ↓ FEMpc ☐ 2¥ (20-0)-10 M☐pg=2E1O-☐ - 10 5 _¥}tFEMpc Mpp 2¥ ( 20%-10-0 -3¥)°+FEHt☐ : Mpg☐= { t4☐c=ÉEl( 2001-04-1 to M☐c= El (2%+00)+10 , 4 HBD = El ( Op) 3- Elf, + -1% 6 5041m ""to 251441m €# t.tt son MAE 3- El (0-2) Ñ+= 4-31=1 - Oc + - Ma, = MCA £2 A ¥ 2 - µÑ= El (20-0-10-0) Ñ_-2E10-☐ 10 5 @ 3 EM@ 2M 6 D SUPPORT D CONSIDERING # DIFFERENTIAL SEGMENT > C- \ D=o] @ G- 0 Has 9- 1--10=+74-5 § = - LEI Luxton) %) - EIO-cttqE-ZEIO-c-EIO-p-EGEIO-D-%E10-c.tl = 0 7 = Nice = Mpc 8 = 0 8 EIO-pi-%E10-c-145-z-07-Z.tl = the 2El0-☐tEl0c -110=-2040-0+10 C Mca SUBSTITUTING D-☐ GOT TO EQH Mary 41=10-9-1 Elte C- S O_0 = to = ,!E, 37 El µ BL zm El (2%-10-0) -110=-440×-10 ) SOLVING EQH 748 simultaneously support a f. § the ↓ """ 1- 6 : 4EIO-D-lt-10-c.io Mat '•MMa ↓ MDC __ MDB 4 - @ • M☐,> ☐ - Ñ_=ElO→- + M£ '•ÑM ¥ -110 tooC MDC ↓ ↓ . CONSIDERING # DIFFERENTAC SEGMENT ¥1 El (202+07) MCD 501441m YET - → - = = %¢- = 59¥ Moog = -51¥ Mpp = arm ↳ = = a- -- 6¥95 leptin 2 ¢% MY MG 5,9¥ key 2 - - 5¥15 m KH m ↳ - 343,9¥ 343*5 lay m2 = - 94T¥ €# %¥ ask.im ch • 3m Ay↑ ¥¥ €09 ' "" t ait EM@ D=o] ) -147¥ 11-4=40.113144 ↑ -21=4--0] 2m 4--19.409 194T -21=4--0] cy= 34.887144T Dy= t.AZ#+i-- 3M ↑ 40-113 ↓ EM@ 13=03 59¥, -150 (2) (E) (4-3)=12,127+37,4 33 -530*13-1--50 (2) ( 13-1=16.47 30-5911944 •1+↓→•↓+ . c ☐ t t 54-296 64.121 2m qB↓ˢÉ¥ ↑ 16-47 ?¥É By ↑ EF -1--0] (2) (E) 7M zm µ Bd D-1=33.530 501941m 251941m f. § blot Dyt TDY 19.409-1121=50 """ 7¥ (E) (3) =qlDt%¥ 69,7¥ -150 40-113-14--2513) 9485 501441m 24¥ + ↓ + 94 EM @ c=0] 9%845-+2513>(3-2)--4-113 5041m É) 501941m GABE qp.IE#3Mc7M 9485 251941m """ ++ ↓ .•↓+ + ↓ * . 2M ☐ t t 54-296 64.121 ↑ 40-113 40-113 • 33.53 Bama 4 ↑ 16-47 19.409 Saba • } Ba -34.887 • , 1.605 • • -30 -591 . 1.395,1-246 3g -16-47 o • • É * ' • 0.852,1-148 , 10.828 • M - - :* a 13.506 • • an µ 4-451 2.617 Mtn • 5T¥ ~ → ysFʰ| °