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3 G 5409 Hulsn

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16 views28 pages

3 G 5409 Hulsn

The document appears to be a collection of mathematical expressions and equations, possibly related to calculus or algebra. It includes limits, functions, and various mathematical notations, but lacks coherent structure or context. The content is fragmented and difficult to interpret without additional information.

Uploaded by

23-10918
Copyright
© © All Rights Reserved
We take content rights seriously. If you suspect this is your content, claim it here.
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WF fle) 9] FE 2aeles AIAS-710h 2a=8 = a=4 a+ f(r) 9} ARRE 2+4=6 ooo Toe 7, 229] AIA ah a+3=8, ob= 20122 @ 30 8 (a3)? = 08 +98" +6ab +98 412 ve S32 soi =52 _ ome | it | ae 18e 84 84 88 7 | 76 | 60 19] BS | ola 8 a=018 BE fle)7 THE 7H] Bors aol, S(2)= S00" 624802 BF f(e)7t 2-444 Set 5S BS f)=5, £(4)= 041%. a= Lose wep a= yz, b= ZlEe a soa sate B stagione 9. gus axe sf" oa= 7 a=4, f(2)= 42-22 = at fla) =8e1e. 10. SSH] ABN Va SS) = 0,40, 405 =30,=18 = 0-6 Su = Play tay) <0 2 +8d=20,484<0 > d<—4 a =0,-3d=6-21> 18 ey Aas a, 9) ALBE 19 11, A# mal Bt} BE y=tanee |} WARS} RE ya keosnr 9} TS BE a (22=4 oc} asia asia aaa. @ 24 AE WBS tan ne hoosme ave (0, 4). awee ($01) a ae a, ag 22, OF Ssh ayta; oz, saz } 371% 2214. 29) dt 884 tanze=keosme aged (2, S44 a2 ae lee a,42=05 ay, 45, 059) 6] CNS GUFAS RES tan F=keos$ > k= yF oh HE BAA tonne =keosne ue (6, Baa ae a8 rie arteay ay 2a, = the ta, = 12. % BP, Q7 HE AAS t=s (5 > 01a} ae, A t= sola) Fa P,Q) Mah gone a+ feo +f 2 = ot [eae] =24 [2]! = At t= 0914 t= 97 BP 7 BAe) 7 4, 18 aha ff trenatae [iremataes female (6 >2) AH t=08) t= ml BQ RAY AE aye Ae da flee ss2a 4, aytdy= f(4-20ae+ Hst2 @ o 2 >2 a>29 a, aytdy= f-a0a+ feos fea 18 Gol Helae o=8 38 4 13] Be 2 ole 13, lima" =00122 Jims (a) (k—fle—W)}=0 mf(2)=0 > f(0)=0 lim{k-fl2-}=0 = f(-H =k 1. @ k=0°18 Lim: tim£2) 9] aol eas ae BE Abas Les) F(a) oh she} vim 22) s 001 + kao apie so) 9] Feel SAE se EAR, 2 ole}o} Gol oh AF mal helo} Slo) =2"fy (2) (@, flO) 0)ole % # 3Ie. m=0918 f(0) 00122 GA SIA s(-K =k ufe}a} 2 ola}a) 211 nh sala} k= fla—W) = 29 (2)(, 93(0)# O18 ste, ae bet fetk=fle-W)} _). A(@aste) lim £ a a2 EAs] Vows me Aasoreh, m=1918 f(z) Faz) (, fa(0) #0) BAW fle) 9] ADAG) APE yeh ot, Holal State] aah] ta k-f(a—H) =— pa} Solok shea, 0] 29 U4 slo = Fae 3 Bowe U4 fla) = HE Il Ge} m=2012, f(e)= 2" ye+q) (940) ojal ete] 12 + AHeb] able ko fla-K) =2%\-pe ts) 9] Soho Beh, © APH f(a) 1 Fate] Bolas 8 fle) 9] 2A] AVS GR 2a} ae, ” y=s@) aE Oo 8} BA y= fe-) HAA y= ht (0, HAT WBS, Ha y= sl) AA yak VOD THE] ARS f(x) 9] FRE belt, % Fal y= sa), v= s(e—K) 1 HA BAS oe 283 dc. vaste) v= Se-8) kA St kB LS > 3ph?—29h=0 > Bpk= my ~ © JK =k = pl tak = pl +gk=1 ~~ @ WAA se-W)=03] BE Zo} — Lek, belo, BAMPAAS rm tip~a AD? @ C9] ABBE ZAPD= 5 AF =CF o]@= 42}9 ACDE AD: Osa eolh. 2BAC=0% 3}. APPS ABC] 91849] v]B9] Ze]s} APTS AEF 2] 9121419} yb] B29] zo] } vl7p 5:30]22 32}9 ABC} 42}9 AEF oA ARTA a a BC =52, EF =32 (x >0)9]2} 8}44. Ya ABCS Ezt4 ACDAAl Abele oH ola be cD Hy > = = BC: EF=s:3 19] BE | ola 229 AEFOA slates slot KE? +AF*—2 AB x AF x cost = 92° = RE" +162" = (5NE —72)(AE ~52) =| = i-te AHR ABCA AEA 18h BC = AB’ + AC? 2 AB x AC x cos = Bs" = BBP +640" - SE cB = (AB -392)(BB -52) =0 28 = m-2e (2 AB = 520181 7h8 ABC 9} ADG 7} Weel Fez se) ZADF =~ ZAEF = ZBEF 22, sin(Z ADF) = sin (BEF) = shes} 2249) BERS) Wel Lig By 4 dx16x Bx deus 15, F912 #40] RE AF zo} Hele} AWE # MOVE k=O. kaoeke Foi FEMS) Wh rx 08 SE Aol. oleh, f(x) =02 AOS ahs] ae. ABB, f(0) =0}9}¢} BY f(0) «20 peed Fold ade USA714 Ged. te k> ool, Fold MES ah a <—k BE 2 > KDE FE (-@, WAM fle)f(2) <0, Ht [-k0) 44 F(e)f(@) = 0, F2 (0, kA f(e)f(@) <0, FAH (k, 00) AM fe) f(a) > 0144. BF fsa) = AF AA AWA ASA aeoles, ssl AeA Fah BRA sf (z)f(z)=08 —k, 0, hE BEA aoe Bed. @ £0) =20914 F(0)=0 WAS s(2)-09 08 FBLR HIB, (2) =32" => f(2)=2°+20 = — k= (—20)* ol OS BHAA Bec. wey Wa] f(a) =0% 08 UABSR Bz, F(z) =82(2-<), = fey + Eat+20 HF fle) & ALFA (00, -8), (0,00) 4 BID AIFS (-k, AA BLE. We} 44] f(z) =00] Ae kB 7 = Hoe OF YSA717) ged. = F(z) =32(0—-B) = fa=2-Est+m BH sa) S BUFV (00,0), (k, 00) A B7HL AUS (0, 8) a] eee, WAA flz)=00] AB -kB HES F(-W=0 > k=2 => fle) =2°—30? +20 #0) >09122 OF BEAN. Wop) Fold BAS PHS BF bY DE 2o]31, fla) =z" 327+ 200), b+ f(5) =2+70=72 vesaise) 16. f(x) =82*—3=3(2 +1)(2—1) Oe fla) 2=-194 Saenz f(-1)=22 17, BABYS) AAA Te Yag=6 > %,=6 = a) =2 Slot) 80 = bo, 418=80 = SAFE (a,) 9) BAH ae ga a0, =4=5 > ay =0,+8Xd=42 18, lime =09182 lim(/(2) -4)=0 = s=4 ~~ @ fin Z2=L0. limz—2)= 0°12 =s()=0~-O lim/(z)=0 > (2) = 28 f@=0 TEA f(z) = (2~2) (ar +b)e & + she. Go S18 b=1, Of 8H 4a-4b=0 > a=b F(a) =(a-2)"(2+1) = F(5) 19, no} B49 of, m9} ahh dalstel (n-5)(n-11) 9] naw B AFA Ae) fade. no} 42 wh, (n—5)(n—11) <00}8 (n-5)(n=11) 9] nAHE SF APY Ze S481) Fz, (n—H)ln-1) > 091 (n-5\n=11) $} nAABE SAGA Aol eat. eh] Folal 228 lye BE 2 ols] ALS n 9) HE 6, 8, 10013, 7 BE 24 20, HF fle) 9] AE (rlz>0) e128, 21, 2p, 232 BF BHOIEE 28 (Bal seh A ooh Haha} 2,0, 274, 24=3208) EF Seb a so)e aa (0,4). (tof ay adage s(e,)=F(2,) 14 1 gel o te seed. S(2:)=F(22) > [loza(ak) |= [108 (4ak) | = log, (ak) = log, (4ak) = 0= logs {4(ak)?} 1 = aed + AA, BS 2A] AHS 30°]z, Fa A, Bo yaee BF 1 oleh log, (32ak)|=4 9122, P49 ABC S| Mele 3 x30x (4-1) = ero ener ede paved sien 21, UE fe) 9] SHS] AGE SOL 4 s@) = a Ma ee a= MQ BE AF ach Hehe} g(a)=oelr}. SP] Fold FES WA a3) Wa E a> 27 BASES Se BF fle) EAH] eee. BF slo) 9] AAG AG ole UF f(x) = ASR me PBS 38 13] Be 2 ole asm SE A+ aA Ae} g(a) =0e1ch d+ f(e) 9} FRG] SAI a+ g(t) 9) AMS (0, 2, 4) Bz Fold FEA Vela he} gla) a of f(1)), 9(f(2)) % PERE BE BA AE He Beh ah ala) oF) | 972) | _—— ee a] +—t 4 o A (@) (7) dat WF Fe) . a2 BU age es £0) =/(2) =02IK wep) Fold ade Cala ed. » 9(f(2)) =08 AE UF sa) en 244d ABE 8+ sla) 91 SRabF FS 2A a, Be ae g(a) =48 We AF a5) ato) Wale ax 0, pp>2, Py >0, py >2) aad F AF BF SO)+/2) <0 Fold 2S VHAE BF flo) Bae VEU. (6) gf) g(f(2)) =181 BF BF fle) e LAA ASME 7B Ja) = 4(2-aNla-2) +72) BE S(2) = ayl2-2)(2—a))* +702) 14. (HF 0, <1, G20, gy <1) fle) =a(2—a)(e—2)"+f(2) 18 F()+F(2)=0212, Sa) =qy2-Dlz- a) + f(A FY) +F(2) > 0214. RAY fle) =qy(2-2)(2—a,) +F(2)213, ola) =2% BAAS 24 a9) ae) BE f(1) f(2) IBS A)=1, f2)=2010 sa) =1 > f(a) =2)(2-4)°+2 (ra fi 1 . L()=0 = fla) = zple—2Vlat2)h+2 ae} f(z) = 137 22, ay > 102184 a, =0,—a,42 = a=4210 > <0 = 0, =2a, 2 = 4a, = 10 (a, <5) > a a= $0, og, 8 HSE ME AA a a 0, = 04-4, +2=10(5 (a—2)(2008-+100+1) =0 ole We) Fol 288 WIS GF ad BE 26. AM BPA abe 7} SFA BFS Asia ah, AL) BH} FAS Hyg = 19001. 38 8 13] ae & le abet EFA ALF 0, 5, ¢ BF BFolelo aes 89] hd AF a, bc Hato} a= 2041, b= 2641, c= 2c +102 OA atb-+e=(2a'+1) +(20'+1) +(2e'41) =21 a'tb'te=9 Fe] atbbe=21d BHAIE EFA AAG a, b, 5) SAE (ab,0 1 AF oles Fold 2U8 Wa E48 (a,b,09) 2. a= 186% 2 £, b=7 +196x Sola, | Sade SU aE Age ow a OAS 787 Lal Aas x, BAL Ayo, Ay SA AM aty=5 A ao] Gast ARIE Yeh ae, Biol Sag Oa aE ANNE OW WHEE Belo] YS FS m(0< ms o)e ae) so] GE IEE Oma Ay(2m, 9m) Ich 1_9-m 77 am alah -# Ay Ag 0 ES 12 oats] Fel Aare] a, 3 1a} Se] od Arlee SALAS FB (2,3), 4, Agel d+ ale. sori xselaz = m=6 = A,(12,3) 2=042x1, 4d aldol Bd # a AQ) alt 28 (2.3) 04 450422, 1041x1018 ay alae] BUF a As) 9147 (vere. Awad Ale] BUF a ALS A187 a8 a8e lalla) (5) a) P'LQ'4R+S OS UHAIES VC, Dol BAS are we cha A, B,C, D7 YH Bay $2] Hol BF BHA B49) HE 35x4=140 012 fold £US VHAIES Og AL B.C, D A ARI 12 AS} Bad GE WAI] yo) HE BF] PE CX (275~140) =810 eM = 1+in(i+22) 1 23. lim: Be, In(422) pigtr'te'=6 = 2P'+Q)+rts'=4 PQ BATE pg’ rs 5) BE AE (pairs) 9) AF NS ES UE ae ees ae. we) th A, Bob we Aelalel 9} eats] $9 Bol E47) AES ste 449) FE (9+14415+12+5) x (3+2) = 275 rxr', sx0'0] £47 TES HAC, DAA Ald 8 ede Urol FE AH SE Fe 9 Hol okt AF A, SR’, SA ae} PH2RH1, #=2541, 1 aOR'+1, #'=25'+1 ola} Sle aes 25, AEE ABCOL a2atelealel 236} BC = AB’ +AC’-2 AB x AC x cos 10) = V5= Hos sind (2) =1 rt 2V5—Ac080 de _Intt2 dy_ Viti dat at Ve 2 dy oa 26. tea a, a wed tea, 10 19] BS S ole 21, 28 PI SAA 2=08 BISA fC) 29, et tM = om* + 66M => Be —2e*-1=0 28 (D4 lim/@)=e=s0) 122 a= 3 (= 1)lse+1) =0 oo = r0 =f, f(e+idx = f(ln3)=3 ; , yee", yaet bets) seal lepla)+efhae TALE g(t) oe eat a eH ger = f(t) M1 ef F667 = {OP 6e'f() -e'=0 (cot +e) = dn = [seodae+ freee 1 : 1 aus veel =f ete" ae ede , Llernewasf afl f) oe) reF 0) et -[eo}+ ez]: t=In3-& gabe Bye ; 1 0s) _ _3e-1 areaxsitna)—ox {2x94 L009 -3=0 = (ns)=-4 28, BE ARE nol atel wah} /(ina) +/(ln3)=3- $=, p+q=13 ert Bown(-$) 24 @ |22 £2 (7H Gall ah 30, 8 (HAA outa Foret [ cosepsiny(*=824)ar BMS at 2 TE sint= 22 aa cos*t=1—2", costdt=drJ2& fee Fiyq) Ie r= f Pre) Fae we nee Pa efi ~ | sce Le), 2_f(2) SNe ( (e aaa oe cats, J Eanes eA) 2 ieee ow aa (ba la AS) +2 appt 7 Je" 71st shad 28, MBM Pade 9] 249) ALE (1,0) 912 He a, ta; a5=— 2 EBA y'=d(z-1) 9) 2A FACE (2,0) oleh, yep] a=2 24, B(~3, 1,2) 122 AB=6 [38] 13] 38 2 ola 11 SF MEL a, U7 OEE A2h9} 27] | ete T-Ga5= 5x VE x cond — coso= 25, oy 2-2" wig gan ae ae Auld aie 14 Ben a (-2,0) sa 2-2 asad alts Aas] 1871s a. m>oolee o] AS) BAAS y=ma+ V8m?—2 e eh 2] adel a 2,08 AES 0=-2m+ Vem?=2 27. a BAM Be gl Ue asl We Hele a al, ‘BH//BH oleh. niet] 29) ABH BAH. oleh. Ge, APA) Aelal sale} BH, AHA ole ofeaztsl Bale sista] cBBH = 2AAH elt}, 2422 F abe BBH, AA! Ae wel ol, Ae} BB'A'AS AB= Vil, AB=4 122 BB’ = Voorn. eh at, B-AP, QC=AC-AQo|2=. 20 pala) Dal a Da wale DC=3PC ae AE QC BAS Mole sel, PM 9) ols 29) a7 0 (<< ne aM, 28 (YA 2|PQ||BC|=2V3|PQ||PNlcose 5 AA ABC, APME Beez} 3:20 BE =¥ol2e [BC]: |/PM|=3:2 M|=21PQ1 dae Ave IPAL?+ |Poil? +2PA - PM (Par oes deencae Ze taal Gl = [Pal= fide APTA MPQUA saAbeI aah shah Qi = PQ’ +PM—2x PO x PM x cos = es tHe] 22} ABC aazteolc. waa} dol7t 3a 15] 3a 2 ola 29, Foal Ado} O< 2PRA0) Heh SY AL CD ah PR=13-2k-19. ape PF =8e+2h-13 e132 PR +PF =3c+4k—-13 12% Fo}21 Bala} BRO] Dole se+Ak—13 1 Oot S184 Bet4k—13 2 PHD PPP steate}A Bala aH (2k)? + (3e-+2h—18)? = (20)? Seb2k-19=8:2 > k+20=13 28 (3—0 = 4(3e~13)(13~6) = (13-0) {(13-6) -4(3e—13)} =0 = (13-0) (65-130) > c=5, R=8 Av2}4} FPRQS] Wels 219 FORS) Welsh AFA PPR Wels) Boaz 1 = $X@x94+6%7) =30 30. 8 Col AY BDA Ua Halo] Me Het ae, v2, BD= 401s. sje B= heb eel, 4219 BOHOL Gii= vi0=H? ela, 42 CDH Ti= vis—G=aF ole me 10-#? =18- (4-2)? 10-h? =2+8h—H? Gi=se1e. ole, OC=OA, a OHE #8, 2OCH= Z0AH= 5 22 + aba OCH, OAHE AZ Hseld. ae OC=0A= v3 eee, zcH0= 2oHA=% 8, 1a Lol F 5 A CY AES OC LBC IC. ee, BDLOCne OCL(aa BCD) oleh. ahead aaa] Aetol stato} OH.BD och. alg, OH.BD, Ata 1B BHA] BelA sIe}o} 19] BE 2 ola 13 AHL BDI. eh CHLBD, OH.1BD, AHLBD 2] 20, AC, HE & Bw so} Bold. sp] a Ca} ae acl wa FAs] WE Cole ae, 8 Ce 4a AH HS} Bole. 342s B23 OCD BA oa AZ9 BIS 4 A@ acbeltt. oli, TH=3, 2 AHC LaexHo- tx dx 4x Cx iD= 5% 5 olan, Phe HE ptq=13 38 14 1s] Be &! ol = ola 15 2. f(al=a*—2x+2 = f(x) =30"—4e = fe=4 (a) 6x4" +8 =(4" -2)(4*-4) <0. <2 a=3 Az} t= 449] @ PS ape 0+ fvloa=0+ fo? —2t-s)a 0+ [e-e-se]? =16 9. fla) =2"—ke 4912 Ja)=2—Ketease ce, ce AP) 3 v= se) 191-8 (0, 0) ANG) A WANE y= ole) 2 A |) 25 9] Gap g(z)] BE to] He Pouze os0saedk os kee (a) 74 8 (3,2) Ee -10 3a F(a) FH s(6) =50 10, #2 {a,}9} atte] Bolas a= 1730, > [1~30,|=2 + a, =1, a 3 a= 4 =0, @=2, a=-5, =, 12 Fe] $89] S77 TAS EF MG, 2025 = 290% 7-514 BE AG nol Ale} an, g=—2IBS 04+ 09g5 =, 0 =—1 AL. OF gla) 7} 2= 1914 ORS lim 9(2)= lima(z)=9(1) + f)=0 ~ @ limg'@)= lima'@) > f)=1~ © sa) >» aea-| (-2)'-(Ca)? (e<-1) po (@>-1) “Latta (es-1) fe) (2<$) 9 (2x) = see-t2t (224) lee ol lim EP f(—2) =— 920" +122" +0r+b Sa) =320* F122" —az+b OF 9a 44a b=001n © 914 96 +24-a= 12, 2CBD =63} 8, PAA BCDS) SI1a19] els} Bort AyPol2z 249 BCD Abel eAled 2a v2 sine aye 8 PAE ABCA SARIN ola AC*= AB?+BC"—2% AB BC x cos( 4+) +42 dx Ax sind Uols relat se APH ABCA Abe wAIOF ola a4 209 woe Be 18, OF see BE At rol desl 8 o4elee, () S UAE AF OE Bats) dee. ae f(a) =8, f(b) = 6412S 84 /@)E 2-094 ASUS Bz, r=bAA TART a BF fle) 7k ALB 3 B= Sy tone (t, n& BF)BS HAD BS fla) 7k ABRS Bs “Ea Ftima(G, me aes ease £18, cng) o=4(Seton)=See2i te same 2( ang) =# 260 29] BE S! ola 17 B= VO VO FOE VER me) (8) V@m—2n—DE +56? 0 (2m—2n—1)2 +56" = 10? = (2m—2n— 0 = (70-56)(70+59) = (2m—2n—1)¥ =14 x 126 ~~ @ 2m—In-19) RE AMPLE Im—In-18) RE EFA AF, 14x 126=2? x3? x Po]Be Oi Pox SO RE Ae HH aigox yaad 2, Bast, Bx, PxatxT ole, tap} Fold Zag Waa BE kl AE 2,6, 14, 42°12 2 He 6t 14, WAS fle) =09 AZ CHE Ae) AFT 19-4, 6] ABS at ae 29) FE WAT ffle)— =09 AEE {a)=tra® Pe 2012S BF g( 9} ARR 1 oleh. WARA fle) =09} 4B che ABS) EZ 32 dS OVP Bo) I ARE BAS 2% Mo. Hey] BAA f(2)=09] AZ HE Aza] Ape Dela, WE f(z) 7 2-094 AaB s WA f(z) =08 0 SEL" AT plp>0)S wdece 24, a(q<0) & BASLZ QT r[r> Oe LE 3ten. (1) WAY f(2)=06 0% FALE Ba pipxo 2 Wdeee Be cA FE BAA sF(e)—0 SB Uae 2 #1 orn: = Bla <6 )AAe BeaSol71 MoE V+ fle) 91 F Fao) aye (t+p) - 7k AO} Ba, elt B+ g(t) 9) alse 4S Blah eh cm v=) a 6 7 2p, P=0°1MS af 18 (2) B44 f(2)=00] gS UVES Aa re saoe Be at zo) HE BAA P(f(e) 9-09 BEE +98 WAS 2 Be re GEE 22h. a g(t t=a, t=9(a< BANE BaSA7] aE VF Fle) 9 F Fats) AVE (tr) =(t+q) =r—47t IAloF 2, ol 84 g(t) 9) eS FS TEs} Ba. 0 al fO)=r-q > k= Fy +4)te-3?, 1(0-0)=s(9)=126 15. CH Ad y=ral Helo} AA EBola BF y=log2—b= B+ yaa aatoes FAP. Qe ad yar Hse} Azole, WEA 8 PS AES P(p, q) O1og,3>log38 = 4108.8 =4x3 =n an, [Ur Ce)ae= faa? +20)de “leer =s(2)-6 me f(2) = 16 18, 32° +2229 +42" = 22(2-1) =0 We] FA yaar? ton, yaa tast 5B (0,0), (1,5) AE BE FM patel t2r, ys baton Bee HES] Wel Set ae, BUF [0,144 2x(e-1)? 2 00D Se f'VGae?+22)-(+40)lae = fo 40* +22)ar “[e-oet 1 6 Wed pta=7 19, S889) Val shat 2a =a, +03 > 2oy? = ai-+r) = 2Pr-120 (rar #0) 20, no] £49 a, Sn—Im 9} nes Agel Ao] Ho Bases, Sn—3m I nABe S AKU Ae] SAT] RES oe els ne AFT, ~ @ ©] Als neh ehsbo} 5n—3m <0 lth O& BIE BF AAS no} AG 39122 OF VHA HFA Az ne} 2,4, 69) Slo} 6 oles] BE AA) Ale No aise} 5M—3m <0, 8 o}AS] ME BHA) Aels Nol eho} 5N,—3m > 08} Aealek BH. , 803m <0, 40—3m = Oo} Aah BLS. 10 tg -al0=0 AE Ulex 0) 9} RY FA, = P-2K=0 = t= 2k eA (aati k 3 ope fiat} 3 an $i => k=2, 053 g(z)= 2-22 > fle) =2*—4e = f= Hep} at (7) =24 as ad 23. HM] (+a) 9) AAAS] US Gate, r@ OST s4el BHAT Holal alae] aatetaia) at 3) ae 1x Cal" =40 4a=28 = a=7 24, o X) XV(X) = (V(X)? Ez =6 > n=192 . 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Q, RE EAE RE He 2s} dep (a, AARA_ABCDS Bele 284 TH.) a & c Bel BCD SYS] Az} 27} HES AE AB 319] 4 SS oa Be BDF By QRSE AZ aldara. (as) ede PORS} Yel BCD ole AHS} Azle sda PORS} Be QRS7 1H Az}s} 2719} a2, AA QRE F Be POR, QRS) welch B49 PORS PO=PRA olewAelne 4 Pas Be ORS Ha FA WS Hy, 2 H,A4 44 ORS Ue $49) Be He aR 6, = 2PHH,O1, a Hye AE QRA| exert. 2, aa cbe F Be CDP, BcDS} RAM. arg CDP CP=DP al olseaztgelos. ¥ PAA Ba BCD We FAS) WE Hy, B Ha AA CDA UR Fe) WE He She 0, = 2PHHANt, @ cps} eal, 1S BW ABH 9} QAPHAL ABCD 7} A7IE Gta Hae ae de 2a ad. ARIAL ABCDA4 cos(AHB AH, AE BHA UL P89 WS Ha ae Ta Hl a ZARB) 2 tand,—tand, 1 “Fw i+ = (VIR -2)( VP +3) <0 = Wi v = a= 82 26 29] BE 3B! ola area ABCD cos( ZABH,) = J mm PH vz Bia = Taa(ZABH) ~~ 2 wes) BH, = BH, +H, =2v2 ee ARIAL ABCDS| & BA4el9} ze aBx aaa xa= tan p+a=T 29] SE S! ola 27 smart is aexy e ‘dee

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