vA ine epee Is Comsidosed os kenconat-| b Every element 3 A has” mepgping in Bie ‘dovt(t)- | : 1 ey element nA ba one he | | %). CAMB) Sb amd Cawe ko B= C | Wy FaeHon Isdbled, by Ea)La Eatery lemcHlon Sa» geben j tau entre fae je not a bunction | eet one mendycelation i not a buvetion ( } [a chock aihater Hélouiny elation LA BIS a Function he f Ty-In2s3} 5 Be} 459893 | Ax YAP) AEA SEB ond boot f Sclulon gy, ew : 7 Sein | The te: turrction trom Reto set pis\g™ a) seme clemted ot dewpi DiS, eral at denon dimen 0 Sok pray ted By Te datterent order foi in “eelatey many hase Sere RET Comforale | Bask Comp: aoe) ty falmrte\) |) og hte teal d ta} { Te is bunedion by ca garis Gunentony, i thie \ ala Noy were sel Aol called clormin nlp Line bur dedined by lornel ty & {abaeds (ary) chy dont b) = BBY | Rare” lok a bometion -— 4 Py sef OF Valse Sad-by bunction ag toe “the domaly is Called’ teamge ob a bunctton ine Lo bili’ Sh buncdion =~ y] Ser Bis Calted Cordomain o& a functions, Node. yo we?) __——f | gunction & (%. TAT VU gud ak bd) = Pea 1 bays ata OS Find Wok 123, uhene bea 3044 solution Giten 4 a “FY Fiyearit . FF) = 313) 4 = Bag Sart ¥r3) Sd bind Pl) it En) = at sebul 7 || | |lass gi elad= Pasar Tuc Od Klads)- E15) ) GEL PE FOU= Fel ater bind HCar-4) Had \. lon ek Lm Belteto” * Leagy x nee Fy Cen roy “Cheats, Blais) = CaassHes(aicjti | “GU . 2 OH oatard SAtasy ze eS fee ec = oak ent Uy = adh Wat oe \ Ui EN TH haed “ae OS | 5) ~ oxy | ' 10) = 4 (a) . a2: = (ose wef vO. ea ‘s Foo wey Wd YES4ar yy |, > = Fas) = Ife 5% ' ee a : =~ a poe Now, Fer | “Ww gah we > gas | 2 QLCAt SE FF ~ 44 we S424 a | 1 0 BUSES) aa | = HER AUD = wae) ene | —| Re AO Fr FON ~VaTR=Q then Find 6 ae] a6 a eh Bag ttn . a me THE (a4) 92) Pic tt “eae the BLE U52.),Feraic) Solusion = top EO) = Sduatin a —— Hes) =Seoy Fen) = VQaea é How Gr = GRE re ie de bx) ~ Va ae FO) > Ven ( ty ~ 5 > Vorenti-2 | sc 2) - Klaxt5)= I Gee aan ee STFsees 2) Se MA) 244 Ret SA 10 then bind FET), bISK-Q), £9) BOF) ond 6 (0) Selution % 6, try bly itd tox0 = “Gao Stats) rie tt ttactio ¢ Wypxdac PP, 'Quc) 7 Lt, 5 DOES LSE e HASH WA HD: NOL ON as SOF 3 OOF yea. daft — rs (ea)+10 ye Lea ? w = det tisy-tosio OS KEM SO bay sd teat 10072 +b Gone: area Say bY) = Lt eqrecono eit Bus to BI44~ 364s+ B10 22 Bl - 2483 3\ He, HHI SRY age | J ech) - 34 Gp tsa 1) fe) bone Testi ag BEI, © Mid “Tae +4904 Real ahead uenetion = i ss Fah Worction Vik Bike Called eal valued) Ql 60> RSE funclen.. ranged sath Eeoge Chel oh OF Cen fBeloly: fox Bite veda Real bunction’ : | \ gunn Se lomin and rary: St beth ane subset OF Heal SA-490 = TAME eet len b & Called acal funcdions | addiray Linboth Side (eee Band dem FOR): \ = SHAY O14, Demain et th tunction’— Z \ ee Cake eee yore DA sch ok x Valeus Oe tohich J EDIE detind & faijor di Sot se & Bik Value ie Called ag domain . as 4 ae < t _ faery.) ee Ban 00h) domain of E(a) = R40 . Sr dantey: (be) j Rall . 2 2 ee ae a Rules ak Kindy domein, obra gumetion 2 | Din Bah) whi? | y + ., | nt Be |) geaeen? Stpenion 02 Pore Finke Vee, va (Exfemnen 1ettession = 0 BAL CD | WM) FO ny Pee: Ly Oe KAD op WELD eT VEefrennion . . in a, Ja-t fwd he tellowiny bumcHon et ipaac pre= ‘ | MSAyhes OH ic i hoa Weis Solita ter tnile value | : ws divs, EK) = R44] adding 2 bath Sicke = i tye ROCHA) = gn dt eort olution ='- Fon inte Value Ua) (a-a)=0 20 H-E>0 Ks 4 A? aed. 33 eee ea ~i (-ayb3) ao 4 poe3(8-4)(3-2) sla) J deen ba) = Tot J Ufa, bey = ae ay Ke Solution: for Fnienalue, = WE > 0 x cath WS ‘ i (=a) (3) 6 7 rg Oey. T , 2) a) ta Je ce Cray Mee “erg 20 Crary (Ly C413) ©) CX) ae (4-2) (4-3) (Qt9 Qe ” | sted) ? Nw VO) > sta Solutions bye bine Valu Ss dom BOK) = RFR bt) = A Soutti a Gini, value H-4 ¥O Adding Yin both side Arte oy TORY \ dom BY =RSY}, be) = es Het) = | a ae FAA(AA) FO 7 AAD HAO editing Ain bet Ske mhafitis © We a «dam Fa) = REACH i sae EE HS) Buvon’= Fee Give NA Ae -SAS odiey ain loathed Axor Ware 4 tee D ee AE + gone AR PAY)sl a | 5 a 1 i | | 9 ba) © D2) (rh: we Oye) FTG) jaw 2) 0 Goltulione: fob Waenahee “ ST 2) > fi x x) (Ayla (ado eas > pay i) Comper 0.) tne nian eh : | Je dabe Re nm Rte ae He . “Gt =)G) | | ~) by ( a yet. 4)" ae ae iF at aye: y fra) (2-1 wd nix) = MSD Caper |} ste dom bd «Pasay ie) ~ Ms . : ed War Www ODES calling ain toth stile erdeding Jin both Sie save . “ee aS oy. Fos Kinile volun ret a ine be Ys dom HOY 15.3 a | (8a nay p43 7CREQ 200 + | el BH 320 W420! \WL~310 | Salakient~ Fer ey | Akg HeLa i “xe |. x2 Ua". andatiog Ya tooth ; 2 yaaey-qeyie- stasents || dasha egesy Meguah cig xn yet | F a2 3), C-2€4y fa BC n= Be a) ie we0ie39( ce aes = e Poe IEE) er EE? te ae “) 4 ca SBA ears Bye e(209-9 3) Us-3) (5-3) GS = U4) (4) (8) 2) dom HS ~[4¥) [3 9%) at ey) TT deenain ole = a) 4 | anh JG) Oe Djand res pestiwly Henge de ne oo Cope Surkgeh Peg on EG) . sya Hab 5 ted t } ~ val at DMO Has 3c 407 | aA Ris deine shen od raroon adi. | am ~ sent 4 SF cing dhe, chen or 3s 0g x C= Solon ye400 WY doen W(AJEC CH 502) 5 AL by, ot waresy-< at “wn Fees yes ae sik poet 70 « : ata: - GR 5) 78 Coes ese seus? > 8 ge WT « dort ee AaeNe Z| Fed the domoin= ob OZ y bow = VIE | Soldo | fort bivide Velue - 4-nbo : 7 > tat x20 Et). yg 20D, Sy Laan Ge Pa ie eee | 3: oS op se 7 ae a an or up) "s Sar AHN Sate be ae : ' = (aray(e-3)20 < He 3 NERF C4 aie 9 poy 1 ae 4, pq he z le ae ue ‘ | | or dom Hays (cee gage)Pind The domoin ob- Vq- yp otx)= Via Seldtont— |, \ Selullon2— ‘ Fo Hinile. YoLue : Fore. nite velas 1 | 1k 0 | ey Oe al 0 ~blw a i F(a) 2020 | (= (530 : LS LTOn ir | 7 (31 B-9s0 | (ats) (20 < = Me-3. Hog oo 4 PAs Ae . , Geesy aetayh ww" eset ane fey Chas ka) ata)! qe or 4-4 Ath Ate Te 9 |: oa Aeag 2 9-35 Pepe as Fey ay . +16 = aah a s domiPUQ= (3,3) ain bea) Ca FEPUES =) BO see ) Vara ut Soluiom = of ‘Magen a | nae trom binite. Value. Lat bom Sine Vodue, a ze -4>0 -% > Ero D (143) (1-8 Ne =; { i . ( : 2 2. \ | assy" S)-1 (29 Wa, | ag Pages I = as-4 4-4, be 4,) eee 200) Yave bar 4 = 16 aoe ete 8G 8 olen Ga) = (-cos-2y U3) selubion ?— or binite Value AH S0 GJIE>O (ery (s-0 8 fe sacar sides te rsd 2 ase oA 3k wy dom FCM) = 1-599) shee) deve) pore ray “ee Bew” ae asnug jay eb)" accf o\e zedae a | K-2c>0 at-(of >0 (ass) OT) 30 WET HET t-GPass; 1 ee, 3G - as q-ar =" = rls oy dom Fas Ge s6) uLG0) QS) b= ya Ha Sebadlen = bog Gite value A220 K-320 5 RL KE Ze 2g) S dom bry) = (3, [3..02) i RQ ‘2 71.39%, 4 | Forge The geal Kot 2 or) bunction Y= by -8 FReomeson bor, binding, outreange “ob tumetion ¢ | aoe For the bunedion = bO4) A} God A owe values obs of i GLoriant valued or. with cerfest to 9 a Pilidabte Sebelduli oy’ abl s " fe the. Wanda 10 ellet a ee bre dm iy Coches ot oxplicttly nae nik 1 bee (ike! le ae 7 A4> WL yw = A-ayos "i » pre = Fray)» - - { abs dae : | = Vir ay | ‘ i | i eerues adding P37 ~ Lin both side | Braheteok + AY ESY = AS — rane Nay 4) = O92), 1 oeflikcsy astay “ i 2 ugh dan pRBd-AD fet ow fea | _ Me Piasxzy ae Byte 8 Finke canny? SEAS) ae 1-ag sed aged os \ J remnyeta)= BAAFind the range oF the bunedion KO) = aH gabon peas gna es | a : det, $= DANS Ww = WH AktF may - ARB!) BC 2) 28 weds ’ gat . bon bine ceonge y-2 SFB rromy F(a)= R$ 24 YD) bey =v p | Sebuten o= BO) VIE yp pa bbs Jav 3° aa) L = Meh = te <4 x bot aeihe tome oo ion= BR | bak or bene thet he-domaln atthe Swen reef TT Monge H=TB 1) | Phe) = Va ‘ Selubion— VIS. 22 FOr A OE for biakle domain’ | bak AUF 0 | ing Lin both Sid -3tvd nave! | GP 0-2 '(0) $e | 2 NR ETE “B+ pte t ean) eh pedo fy doko e (290) | | , | 7 KEYS ( i mae = Se TARR eo J rong bay,» (Ore)tO) afte SHAT Fey Firlke deren 1-20 FUS-F 20 7 (AOU 20. = 8 A £4 ay he bash r t2yo a-(0) = id =i-d =-L-y = 33 -3 209g aL = Sido BUA) = EA Hea) = WEat <= To ELA) = Wo-3 Solution 1 AN-Z=0 . Adding £2 in bet GEE. q AnfrfsroF2 WFR re EF dome GTS 9) S> Vans Seyort dts eet Gide i So hes) | + | y Qr=3 i Sis “a ovat SB | | | Sea i" as be we Ineg i aeb tha agen pe bum etions 1g TM Sernain 9100), Corse”, ACCOR Lin) gy >), e, He! Lat BRO BAe oot PE f en] toy =) 3 i Aedety oa den BNE Tf EG Fos VC roy lent (on Loge Pg aa | 2 yoy sah | oven SOF gia t yetty>* 3 O | bm» Be Solution — qe Fe fon finite Tonge ‘ i 4 Baye i 7 bee as-3 Ss a t= BARS : x | AS ety-3, | q | A132 55 ' wosbtiohy a both (de asswtsort a2 0 Gs z0 -4)20 Oy GE i 1 | | 4 -(-0) 9H ge (cL entesomy seg Gelb a ss ebm) = [23,3] meng Hx) = £053]ay i 20 (sy G) 20 (a4) (sx) 20 get de aeyee Gee gO) att ari, adc bh aoe “i ¢ 36 ~ 4 } Ream bX) Ss Soares} aaa Yeoh SR #35 oe E010) rang bl) = Rlebel fo davinite: namge range 06 the. bunction P= =) but ob emo ‘thet Ane doroin ob the Seat tench bunesion is (0 400) $2 be ‘element ie crcéon ding tort” Mapbra ok teal valu bunction Eaualtly ok funetiing Tole bunetion beryl. 9 ae bald Hobe eral Den ere: Leary ay We Viaayt ay S40 . » domain(s) ~ domain( y) vi Co=\-Sormain (4) =c0zdomaingg)). sso wy Fore any iin demain gra)= Jerry t " “ELE FEN PBs Ae MAT BaF akey Qik > B Bees a tay +3 } domain (Ledomenl|) es ey | » Co- dowsing) = Co~dorrain (4). | Koda gew | 7 ss J= 8% bla Par _ FapbeMag otnts ih 4 bse bar] al 4 took BA) iQ) ee IG) 3.309 X35 Ke WL)? 2 (08) Sl@h 6 3 bE) =TE)SS vy ©S Sw enxi- GO) = Solutent— Orgy my Hey + glo: = a (antd) 4 ipa see aan, on |G). Sulled ok hay" ponctions, a] ety be} 1X 7 R towns» r | Addon ob two buncton i— OO Rr rr het, bs 92% > Boston » , | The dolitjon ob--fev0 dem bumertion Ketuen as (ety 1 detingk by ( FEY = HA (1) ,2LE X ' | The, dlomain o- +9 is @yual 40 the nen Mand You ize..Dr 4g = PEND). ae Jon) Ergot: eA bt) aa ee \ The, Quotiemt Ob d(x) and $l4):46 denoted by Golatens—voilsiv) oa) ae deblend by, re te, Kepand 50) 4 (Bip = 600-4 7 DE. ven dy - {aout 5 = x + \ : wo. san banca en BUR GO are _Sibines Hn. ok ante = Nets 90 9 Reithensy Heian 4") elution s— eA), The Sub-Heefion 8b--fd.tonctlen redunen a5), oy "yatta oe cetined by" (gyn HFC, ERs | ae | The dlorraje ob 6-9 ho +654 fo the eresectis y . (£2 Gnge ie) i FEA) ond fa) gt a. | G | Muliplicadion of Seabee queatity ev He Or Pa DiNDy 5 Liplication oF . 7 FADES Some, BAe Hoya Metyeanads one \ | 7 elon suenieeneaast e KA) Soutien (Eig 2 Fagg enim HOO,2 ame | Ka UD = We. , poof Golltion = geene, a ote WE = neon OO retie ot FOAY YE Mulliphicocion ok jue Ganedion + — | ee 90") =V ETAL tind Katy 19 WFR then, { P Hg '2 1b) +91) HX) -4¢ “Th walhittication of v0 SuncHn ref eken asl) Oa tae bY Ji devine’ by (89) 4 = FU GKD- HEX i Nees ; be NTH MURK “he denen ok 9 ic onial FOAL intention |) ED= HOR GY LO) BRE Re FQ) ond SS) \ = Vian- view Vow SST ve Drege DeND, ake Spe tO! ON * fra | = Gnd “He domein i= oe 9 7 FOO Net yy Ee | ee : det, sR ZR. be debined aely by 5O%) = wa for. tinle demote Vows Cal GLO = anna Grd ( Hos ot: Fond a So extrxo Solution — ~ 28 i J= boy sols echt Virco... / bag rig 45 sistan ai] et ‘ = AAAS 5 2 “EE isin) ws | Sons) aihthy {| awd) ) | Wa Geis) Coie a) - x ee ty ~ bt Vey-¢ 5 : | 2 ared)tt Qty 0) B® ‘ | fe Vey ef = ane DRIES 9 a 7 he } ReveD | | = ann 3 Va == | TE CY = bdioge Cie) fae row tt Feperg ee ~ ACHES ve) Leis | = F(a . : . fon dlont(oy a= § ya 4-4 a toluhin 2 Gun ogee By Some reel bunction end hie grep he , 3 > Constant bunedton 7A, bumction k2 —R (DER) is ee i uncon iW i ees & | yA gre Si oooae 1s ‘odd Tenclion ont Cake 7 va Fonction bSR- py Rdatined by. 7 ren ome oe nae eet . CMe ANKE PIG Called sly bumetion. | % & temetn UO) tall bo cst ton F 5.0116 dakmed by BRee LOO LT Our} | Fea)'= BEARER. 2 2 Fay bumetion dom f= gh | eK boa 7 aes « Fey ea4 ea Fat jog tia » “ KOD= FH to he lemon FO oe orp Wage k a exe - KED=53 ag | gree | Seon | i ' x (ar) yy * 4 ye era | ; | | | ; 4) the Tal go ent - onl |The Te rans < Seager Sh a Gein which at tewelion BUD) tS Said “ped ont 5 Biinotall fades i a YeQ = 4 7 A temetion 7 Py i | ext RF 8H Ve ta F(a) = Osta Fos HATE. a Tod we Sea Ps amon —noretive Mbager. omd Aeris O2s>- SECA) EROS Ana oreelion F ollt { ee Croat een annzx0 ie Called Polyframial 4 Gps ©: » ON oefion «| om Sipe Pebynomial ob dignee 1 | B Yt : : yi | Re HG = ard 4 art Smee | ot ok i { j Qe) = Ss i os Pf Radtoral bine signs — é Fi “The $ Foay= 20D an | nae re gy tonal “huncrion, i | eRe bY. | Sete ee ai sto th oki 7A. bimction 1s tyemebide uth». QoL Detined “the bonctlon odd or emen. GQ) BA) = SxS Aare BER) = SER )HAE-) = -Bx8- a > Gere) 1 FO) = —b ea ” Se ie Feeation ts odeh i) bey = sat cayenton, Selutione— Fed = 308 cae) = BxS-s tee 2 BLK) SELAH torte tpretton Is-emen | B> tey= eg > The Qragh ak @ edd. bumetion ts Symmokeic with ear plies Oe Fie oO Real “bumedion “hen the: binetions “|Z bey - fa CAA VERS) ee 4 Et (y= = &) a Zag hy. eeld-Fla)= 0 fte) eee Ae ae Be A we : LT Toe Co eee pe OY ow Fen et oow tk iy toy Gay) 32k, BEAT =o), | by EA)= bE to Ae temction is odel- Sea a) fay CE | En) og, ON = boy (670+ Va = boy eS cama] w fey [EO WEL) y AVS> Wey [Re | >) (SRR “6S ase oly COrVard) © OR seit eae mere all rR Ris ned lay = ef (m20 ) sh (L0) non ie alto Krew as slide vale bometion | Joke domain “Re ond mone is By Go] in bellu, Rue. eK [alas SL es~ “The Yrath of y= IKI Comivts ob Awd” caress o8thoun NE 7] The rorya syn ic ‘Sum function S- Te crywm bunedion on P dabined &3 5 ~ fe eet ma = { Te a oY The domain oft RW Ao (hot “Exponential bunedion z— SgnH=0 An emponenfial Ieunction ts dabined by = © FQ) (are, a¢t) KER don bays, pt “raha, RePY ee. ie i ko (o)| a \\ | . (4 ! (a | | Watts abet lew ~ a | WO) = aM, wyer i j EA? bo) = boyy (2%) i | | P oket We X=0 | 4 Solution = Fog (1-2) WY We aad of sal hoy | ype aK Lbs Lee 9 ace hoe a> of itkazy | enw ; | | SN ; kone a2 5 | pony Hy = 207 Inger bn : ag(egg ee fe Bre tos Reten ce eas [0,02 J=0 Lre2g-£ f (seo igen teat The. beveion shy ag sel aoe eS {ene hey | ae peek RE R[nrine =] Copeeomt TRY PPR | ag Note Te Ce crak bined hig Wndkon wegavey) Dy. conenen, binelbn and box Ht w a odd burchiviy SINCE > B-JOOHREY 2| abOD. set) phvaber) wh Eee Ipunciion Can BO dora Mae na . funciin ord on omen bumation = 4