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s Page N $ Date: ..... 00a Sart osrnotrical Acng\es ryt single Jecornurial « Sic Alt side, 4 a ce A Vertex Meoriie of oii angle ta the acmeyart oF matation peutaneméet cho det tesecsmuenal Side . ha ®A\O 0 A Zz —— | > iy A Positive oale ! = BS PHOCEEE TELAT ETD / — — = és — : : ES * 0 < LxOP< 90] >F AN 180. 240-50", -420" ols ADB =I8 —= LADB=|80' = ae | ¢ _ = } _= ED ee A AOR = 040" a) a aa = ! ay =~ 18 r= a O ——=== A, A Wb) a) t LAOB= -30° : PN eB =~ : : = Coy) | -420 y om ee =1 90° x4 +60") T ps 7 : 5 ee a = am Pe ~ vy! =~ V ~~ W) | 580" = (00° x6 $50) er ; aw = a EY x Sem Sm A e Yee Disoritas Syskeern, i Und Sespadiion | BaF PR ic NBae / cs 7 oli im spaion = = 2 a aie tamghh” : 7 Sin’ We | atodton Ton eae 2 : a Modsom! Se_omy Usicte Sho oc sig Substendad = od its Lacrdiee toy’ ‘Om Poe my Rho Civics tshane om he Modk Ua op bee neko. Us : coltbd 6 uioduiom/ 4 wodsam.® Jon Qctycle $ ¢ es QIU Krom O= 2 oy - = Quy = om H Sex cage ate mot System (sscutas angle =u, WAS? puddisoen " “(as Aa foe i! PiPIRIPPRPPRIRT Mee US a ole Fer Mbp Ove aon! lioen [we Sn ores ee | path a ny | EE a ne | tnd ho NGiito ON2OAUUO, | Ww) S58 Gi cease 30’ ! Aum oe =f 51 is drodian | NC Be OU UL od On 12 ~ 34°39" | ) [ = : an > a! = Ses aa le 2 al = ~- (45) Le aCe og - e = (yy 169 eae = 12 = = 2 [ Sy) seadktom = Qy / | Hale 4 : WO : geodon \ X10 me’ : LG, > ft 2 gga ys ad a Tl 25S = UX4YS Xb (3 ea ~ 5) Sa ee 4X YEO ene =" 2 35 ee 3 a BS 3 * [Soe ue . 4 Page No:.. Dp N " ye Dale: = RY | ham G= 27] oon = COORD amd singe | la ote =" 3 Sim 29 5" > simdto= 0m Udon § = om tna Spe Gad on i 260) fuse USS [to SSA ted B 28 Been OO tithe, O50 44,490.45 | Gare eo ne It Ls fen ma vileple Oh SiMO=0 Utham re ¥/ UG =6 whmQ=atn +F39an +57 i 2 Q a i =[Qninnimee | | |: = | b odd rent Arts O11 mo Wee to OF an O Bian neal Sin 8 Coe ={4 Simo 44) Li Atweih) Note _§ Pry no. Se er W eatweco= | 5 tae one Sind Oo SE 56 Alone T, Carp bge Je CHO mid i a = aay ae = aL = ay J J ce = 1 = a = = = a . a =a = wal 4q . Cop © @ &omo = Sima ; earn LH eZ - > o a io) ba PIPAPTVEPAPIP RED eeige ee c o | Cort g = Cog ia ee es i _ ae | STO) we + ee uc? | oo aaa i a : ego ete ce dovhltoe) Eis) tap (See) AVA Ot OL Lshom wad é Sham O= (ee { ops SIMO = =O thon ACE = a HE toe, b= sin KE] Mn tho Ast CIO ag bye > [hap ©» Dlosnal ne SOs +Ve Ve, “rere ayes) +VE . ° NAN Sgro one fumes ee Mn Aquat ‘em 2 Sim42o? ue re SS LY ROO! ALOR tae 1A i __ = DPIPIPRPP PPI. Ht , Lon 656° = Ve TAxgont 4X 50 20°) te 650° = 4VE Blom Uth Ouadseansk Lao onal Gee One. peoi tive. Amol od otha Ode. Taga HIVE ny seid USsie) Wa) CST aaa am) Wz Cron) Comp tot See al awe “Nokes ||\Rante)= +6) TT Sime) = -simel | too t-8) = CAO | Nebe-, a [ — com fe v ‘oy s Sin L211 +6) =f PS kant —te) == tanned a == a : = = TAOMPla A omy mn OMG, pee it 1 Al Sm NMP D1 (in a Q = too pb =smo | Istmte) = > \ > Lp OO a-Wwoe-) b= simo-H dont OV= SeyCey oo Simo = hme] APE EO) ov) OG ay — “ex dishnt-30) = — Sin 30° aoe a ; GY ton t-309 = topo" i S38 QJ Sei DP Sinus =216 ond Wein 3nd] Caaduant a mol Sho. cr trai gomnorns Seale fumnakt TAR buasvem: Simu = ~25€ Ss fs © WSe Kno v9, * Sim2w-b Gn2m = 4 HAGSHARSAAMMMEDDDADLAES = Q4 + to2®u = 4 ES >| lorem = _1 25 Eee = = | z S tow = — | -| Klee i BPd__ Guadsomcd ) Seay hoaam = Slaw 2 ~2h6/s5 be | Lait lx = : 3 oe = ONG Date: : Hod the Semiggnana MI, HOLA OD acngses e WXSOO OH NK? +O": NEZ avd.p* (9.6 90" 0204779 0°): ‘ bls ind tho Ouadiown E Coes! Corn (~ 945") +. > LY LUWLDN NAXHO' +9 ='to MS |? Lo(-9) = ECS CortO [ns Lopllox o +4 5") 3nd Svodsoml = Coy 45' Howl tho Sn ay Choe a poubicu tod; leehog = “Oe = W/O. parma Lic Rametfon wring bho wule ) Ca Lam | — SD G) Bf A to cn MOchange- | MEST MA Vatal Schange | Syke aon grant ute. fone: 4 | ‘I TSTMS OK Lomes cat | ce ao Lntee tee na Cas (-8t6;) = SU Neath eo ERO = Stee = =H t(9 X 90°66") Joma CbortG 05) (= tonK 66°) rol. Ovaclnoast: fing is ae tam Go eats it ABCD, o42- snglos. tan Galery @) Cyehia” awods losers a3 UL Sepa FtAMDEO LID) Soo 18) + tercid)=6 FE 2AIN= Born Ax don BH tom (J40-A) 4 At+G=119" Sone eo- B) = BD =lt0 Kook Kt ho0kB-- bark A Loanxts fe = RYS ry A pe ree = | Six y+ +8) = ts | (| 1 +8) =-5InG ) LS a) nore [4 6) =- Lei® 2 o atest aE = NO | 2 Temeye + sina | g ne) =| 9 XA. eros | 4 = =a “a Se | SATB) = uA: Wh - SinA-dien B a TC N13) = cod to + SMA sin 99p ee Sim (ALB) = Sim Atty to + Cah -simfy oS f of Lost 37 \ > el fa a eis Ly = = ESET To. tap 6) = oo Nee | irae 3 7 eu =i oon |) qi eae <,-/ ar “ Ei evoy. | At - TS s o- BR a, Ns 3 —) i — =]|o { Sat - ST a) ee = Retry S70: 3 a Bite [6.1 = 31! Be > a-[up \ Be Bh i i - = {-(Cop Eons al pee). Soul Ni © 25r\ Rey ) =Sionl 257.\ a. Stl Wem. Baty" eras) A oe aa BOXES _ ee a Pr bes Ee Sim - ae) AS q i : = Sr | _ ae Wey) ji = |= Sin | 2un 4 Tt | i X Q / Sees | Gr) 1C\ | ae. ; Sesine (tan) | Wee GT | Beam [| 1 / u = | esha bus) Linl\5 ‘) = Lec SO REABE x] Prove thot s Sim (42.05) x Lo (290") + Los (- 46501) XLSim BSO"V==4 LHS — Sin 420° X Uo 30°F Lop Gh: XSIM 390 * wll Se Sin (UX 74 GO") ¥ LoA| UXDO+BO) fb too (8 X 90¢-- 60) X Stn 9X30" = 20") =Sim60° X Lm dO + (60° X sis 201) yy {tt ae NES + Lilet 2 2) = Sa bie aly tic : : BG =] aae PEE Ee ae ee ee eee TT Solves 1m26 =o = 1 To sossgot 1- Simo 0° ieee et) [2 sind 2sine | (i= 'sin2 6\~ Bint 2 ose alls Gsineg = Gein elas will Gy Dt hun 326 ! S |-4Sin2 ©- Asim Ot =O | 1 PU 2d Oh cim eB ea | 2\* Gsim26 + Gein = 3.20 Pmt 213) Vt 3) 3S [2 simo+3) Losind-V=0 TEES) 2 2sim O13=0 Dsimo-l-6 DSIMo=-3 IsInO=! ettbes SINO=-3 and Sim o= | a OB tp? pp om At, ay — my — = oy a = + ra Notts x 3 po emsel “ts J _[S'Sim © = SimB.o* 04 Sint a0" 307) SIMO tannatbe-3|% (xaos = 2{3_ U=30° 150 od aad Sin =- | == Simo” + ein iso' se") | | Se [860° 30" | \ = ae. | = FZ | Compound rol s_ SS Se : = “The. oboe brie Suv Oh Uso EReMIPE Qmg Los LB Catred Yo. Cam pound amg Le - 4g = . faa A,B and C are shoe angles a BPS ALB A-B Ats4C | nee aa CO Prem blest wal Sid ae Mee es i hms han | > Page N sh Date: ..... | by (A+B) =A LOB— Sind -Simfe B | Con (D=13)=LopA\- to B Fm A. sim % ein(A+B) = SimA - (MB + SMBH lOSA XSinR ® Fe x pent h-B) = SimA: Go f J eer See os = ; ( fi neal dosnt A+B = as Se Bo A 4. qn stom's — “ & an | Lug mY : an tALD ie : =| Sim (A+®) S Lito CA+B tam ? 3 : eo ay} Sim A tm B+ Cam Asm’ =~ UPA “Ly B= SIMA: Sim a =| Dutce Numata ayo Denam'mnator boy UA: 2) Ey = omAtTEANER = 4 = kamf:tamnfa em <= BRA(ALB) = Cath cote) Pruwre t uae So Lost BitwtA the) Pr ibi ptP PB a ee eg 
