Chapter_2_Part_II_&_Chapter_3_Part_I

Chapter_2_Part_II_&_Chapter_3_Part_I - Z5 5 6 FUN mums...

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Unformatted text preview: Z5 5 6% FUN mums ° Lulath FVNLT‘ONS: ' A FUNCTION OF THE FORM ¥U~3:M>¢+l> ,5 A [/(NEAE. FUNCTION mm SLOPE M 6‘ yPIMTEQLEPT 1: . ” QuAbMTIL Funmous: — A FUNc-noH OF TH? W 5:00: ML+K>>¢+CI 50C“ W47 Qio 4' 0v 5,6 c m; CaNSTANTS LS A QUA/DKAWC chrlml. * IF SEbQ—LO é ¥kx3 \> A QUADQATTL FvNcnmJ , THEN X: —&>+/— If — Hat 1m 0? k azUAbKI-FHL FUNCTION 15 — €TAMDNZD Poem §U3=mCx—KBZ+ *1 wHeD-E a}: , Kama AT’ Ch, 11). " QWWT’C Fun/UNOJ OF THE FORM w 86 mama! }L0C):Ax7' +l>x + C ) Q9501 I»! $WMQD gem 9v GDMPLETT/«fé rHE sax/r925. EL: FIND THE Vaz‘T—Ex 0F 800: ¥z+qx+q _'— 500:04 x— M“ + k w LENEW—AL 364): [fixt-r‘rlx-k ____> + q = \(xz+qx 4—H) +‘T —"J '* \LX+2.3L +5 =7 VERTEX rs (—LJS> gm \5 A: aummwc FUN cnofi THAT Dksses THMObH 7H1: amend fi‘ §‘(_1):o Mb 5:“): L}. DEVeQMINe THE :5me Foam Baum—10,3 or: THL‘. (QUADRANL 4 NOTE ITS mam—BL. Bk§l$i 134 (.994th ;(X>:ALX~h31+kl Q¢O :9 Lu!) =0 E U) = 41 CL} set—\HNG Pram ow 5&3: (LCD-4432+? 0 3 gun?- + k =7 o\\'\7’=~k 0k k“— ~0sz' b‘ 5(4) = &(—\~h37‘+\e C) = 4U" +2h-H3 HQ. 0: mhz+Zo~h+a+k 9"&%’“WT€ N bx: ‘AKL 17mm PART Lisa 0 7 Wk?— + 2.0x.“ + 0L .—Q\r\7— O 7 ZAJA + a -a, => ZaJN :3 1 : LL :3) 2a.. CG) éouuuc erL a“ a- 5(032 afio—C—JifiLJv b O &(7— “Lk 1) 7+h C3 > H:_k 5' 500: 04H - ("J-2,\\ +12 q H056LC+311+k :‘7 L\=’l_—’—m+k FMM (LDK we see THAT k: '3ij 593$117U7'70h) 6mm; THAT fix _0\ zfig: L‘ L25 Cau‘fl mua> CCU) goL—VIIJQ Fog ° REWIsE/DEFJNQJ R's-most N T'E' A P'ELEWISE —DEFINED Fax/anon ls 0M5 FUNCHOr’ - 0 , NLTIOVJS W‘TH QWWL- P1415) No’r' SEVEKA'L D/PFBZEHT ‘Fv ‘ 2' 4—1 CD Ex: 3943 5 >414: X :3 ~x -‘ éx £160 ’ 7‘ LL'LD x711 X> ] cgbLXLO X 7 "l I O O N on— m mush/E ° Piecewxse' DEFINED FQNCHONS Cmmuueb... - "We Pwoz Faucncw or: A Rem, HOMBEZ x) Dayqu LxJ, \$ THE bee-MET \maeew. peas THAN oa EEwAL WK. B= Lzflj =2— “ L1) =1 Leas): O L") =' L—\o\)=-’L '2 C22 Mwaumc, WkTH Fwme é VAL‘AT‘O‘J f. * \IAe—mxma Team mo whey - Dmenr vmmvod y= 5U ” y VAflu—S 1mm *5 x " o 9255 v mm = ‘1 M, w H 7 j; " 7’vmzn55 [Nvlazseb/ ASK" ° Taurr VAth’C‘l'topl :2: R ' X 4?; vamus To»:le ks 6 " X 7 . “DATA F‘mub: THE Pow—010ml!» EXkMPLE Ace 195$ upon BUILD/Na A M0951. 61VEN mm mm:- EK: (mo THE FUMCNOA OF THE Foe—M §v3:0~x+b 4 THAT PASSES 77-moUbH (2,5) {‘Lq/q) m ¥<2>= «(9+5 clown: 4M5 g;nger 01=LIK+b b S 5_,2_k 0‘: 4A +5’ZGL ol'la*5 ” ____,. am $03 —:. 2-02.) +\> 55q+b :7 \>=\ y :2x +\ PASSES THzmueH (2,5) 4 (Lift) Q: ‘joU = owl + 13* + C Pn§se> THMUGH C41“); (01") fi‘ 0,6) 05,qu 5 to) = adCOL) - b(o)+ C 14 :©k+0\>+c.=c :> Q=H C-IJ_|>'- 9(4) :- aC’\)z+ 5043 + Q J WHLEYZE Q: LI ,\:0L_\>+L\ ='> —S:K‘b :7 a: b"5 (b5) gal): «(02* “‘3 +9 We“ 0‘: -5 c=“l 5 s (VSBCW + b + L! \= b-‘B-kb C, ’2 1}) => 5:3 Ell 3N5”? a: 5—5 «:3-5 Kc-L aha): ~1x7‘ +3x +L] 09:5ng wwuew (“b—‘3 , (mum/4' (he) '5.\: %WMOMIAL conunoms ’— _/— a A Pomxsomm, 70%wa 0F Dawns; n HPx$ THE Foam gm): anx“ + Oxn_\xn-\4—,__+ DMX +qo Nume n ts A nomaanmve lNTbe—SKi' Anybo‘ ’T‘HE CoE‘FF\C\E)3T$ OF fbc} A¢€ "ME twp/«gems 0‘0)o\\}...) «A. o Emb 65HHVLQR: 7745(5 WHAT HAPPENS. To ¥Lo<3 A5 VALUES 0!: >< Armko 7W6 Lav/96 i (209% gov/49:0? 1W6 DOMAIN OF $94), “DENT! CAL t'bflEE. ° THE END earmvwa OF A lPOL-YN'OM/AL IS TO THATOF :15 7-904 6? THE HleES’J' ID END eEHf’Nlom Funcnonl urban 311107, TH REM. coEFF/uéjdis IF A POLYNOMIH’L mewfl wr AND 0%fiéE m (3421)) WW 3: HA5 2am. ms. Mméoven} ,F M :s ODD) THENme HAVE AT Lay om; Ram/zeta MIMST Y1 O : buffi} L>L+9> X :-—$ oz “'8 o 7746 NuMEeK 0? TU‘ZIWNQ Paula OF A Pamvonmu gumgc j? .S ,4 PoLyA/oMmL or: D5792€E n wm-I m Dmucr Rem was, WHERE lémefl. 77a! 3; HRS AT LEAST 'm—J $4 AT M03” 71" TV'ZNM’ POMS IF We DM 71 99/91, THEN 5—“ ms m’ wasr ONE Tummca POINT. Q4: 9L0: x5 +ax¢- +10); — [Jaw THE E62954 {a Tummu Pom-r5 a: 56‘). Dame Turmth 0mm: K5 new MAXIMA or: M1N1MA . was: x: 4L (=9, —H.3c,/ 0.0% ’Tijmrm. POINTS: ) Locki— MAXIHV’A ($1,525) 0.1% 0 ma m-H. 115) Lam/L MINIMUM 2.2:: Dunsz 0F POLYNOMIALS ’- 9 WHEN Wuomo Powder/11m; , WRITE? my Teens 0)}: may Powder—11m, w pascalch awakfi' Flu—IN m7 Mlssnw, 7W5 usme we ceEFFICladTS. g: ##N— +| ~2xs = in? ~sz +Ox +1 3K+l 3x+l 0 DMme A'Leofil‘l‘HM'. 6.299055 DCCF> <' doc) mu; Powwow/1mg, dab—#0, mm me Deena: ac aux) IS Lass mm) on WAL Tb me- pe-Gzeg 0F :Rx). T7424 maze A26 umam; memms aka) t! MK) Sum-J 714A?“ §b~3= (mama/haw r00 Ex; PW Low pwlsme G\= vsmt, 0X50: >61 ~>L +329» 378‘ +$>L —-S Xlax+3 gxq +C3><a + X2 *(D’L ‘—\ 5x” ‘3)? + out o 61.91146“: bvusxmx) / $EE' Pkec's Zt—Iz é’ZVB 0F TEXT o Rat/\AINDEYL 11460194: ‘IF A Poo/man acct) us DIVIDED 5y x_c ) THE Ran/IA;qu 15 ¥CL3' 2:: Us; §yNTH€FrQ DN(S(OAJ TO FIND $ny 5 r00 WHEN Fox) ts DNLDED 67 dCx). Eu>= \-Z>z3 = —"2_:<3+Ox2+0><+\ de>= b<-‘~| 1:) -1 col —8 ~37. 41s ,____,____.—»——-— ,1 ——5 #32. ~17,7 oVLvO = —- XL "5" “32’ FCX‘B : ...
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This note was uploaded on 04/02/2008 for the course MATH 1180 taught by Professor Pence during the Winter '08 term at Western Michigan.

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Chapter_2_Part_II_&_Chapter_3_Part_I - Z5 5 6 FUN mums...

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