Continuous Functions - CON TINUDUS FUNCTIONS RECHLL IF(pot...

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Unformatted text preview: CON TINUDUS FUNCTIONS RECHLL : IF (pot) as I; POLyNonIfiL, TlrEN F4»? Hwy a.) [an 6300 = 0m.) X->a. on, m) A SonELuImT DIFFERENT Fofln , [m 035x) :yclm X) x-» Q 3“"”~ A GENERFH. Dapnvmon) : fl FUNCTLON Pox) as 51710 T0 BE com‘mvuaugfl X=£L IF 8. Fax) 15 DEFINED m xza, LIE.) pea) EXISTS ) 4. [10 Put) EanTsa X-‘ba. 3, [an Put) = PLOL) X90. sons NON~EXHI7PLE$ : 7 Y I X X - I ~ - J— l 0 Foo - ,5 pm); ’ —: I x: 0 Ho) No" DEFINED '- " I 53”) DDF'NEDJ 30’ FLO) DEFINED “ND 1 lm Pm DNE Im (in) 5mm, 8W THEY'RE Xéo X*9 [04:27 THE 50 DE IM'TWTIU‘ELY’J PM) I$~Cz>mrlmuavs 07’ x: a. at: “me (SP/)1?” 0;: Pa) 0055 war ” BREflK " m“ x :cL. IF PM) Is NOT CONTIMMDU$ HT X:0~— L Jib“.J 0;: Pax) DOES BEE/9K M x =5L), T/IEN ‘x:a :5 I? of: pm). I F THE éPflP/i DI‘SCONTHUUI I'y MUTE : IF X= a, as W swam»sz F0)? "T775 " ’In FLX) IW’ )C‘ML 7’75 DEF/WHOM IS REPLDCED BY THE flPPROPRIfiTE Darmw 0F pm), 7775A) ONE-$iDED Lmn‘} E.C. , pcx) : 1/)(1 IS DEFINED 0M 110,00) FIND IS Cow'muaaus flT X: 0 EEC/7mg Fee) = 0 mm “H ‘ Pix) = O. Y X’*O‘r , i n Fumcflasu LIKE put) “- {4} ,6“; fl FUNC flow :3 3/712) ‘77) BE mmnmuaus IF rr [8 CONTINUOUS m X:a. Fan auger a. w 173 Don/mu, EXflnPLEs : Pmymomms BEE comnmwvs (Eusfiycomams ) mmmm Fuwcmmg fiPE cownmwvs (WiiEPE THEIR DEManwiam/es mag N07 2—5130 ) .9005 OF CeNTIqus Puwcnoms BEE Comwwuzmj PRODUCTS 0? CON‘nNueug FUMC‘IZQNS ME Cow'rwuwus’ GUO’WENTS 0F Com‘nmuws’ Fuwcwws mag @M'DMUQUS (LOWERE THEIR DENDHINBTDIPS We MT 25190) ConPeSiflons 0F Cow‘nruwus FUNCTZDMS WE Commuuom‘ 3, LX+3JC>C «U 5.6. , Fax) = IS cow'nwwus EUEA’errEEE 350mg x+3 1 x3“; mm x’U-i Mr; Pa‘LymomflLS J x2 +4 15 NEUER 25w mo rm: 343$me vmwz FUNCTWN :5 CDN‘fiNuavs‘ EUEEYLOI‘IEE’E‘ YHINK 0F CONTINUWS FUNCTng BX) INTUmuELy 133 "771055 Fm? Lame}; l. Lmrrs M95 539/ L Im Rx) :puu) .xa“ “2‘ Lmrrs ConEINSiDE 77a; Fumcnom C 1:0 RX) 1 m!“ X) ) xqa, Xr>Ct 3 '7’le GE‘fWIIS DDNVT BEE/9K. JMERHEDME VflLU’E WEOIPEH LSPECWL c055) : - F'cx) Cow‘nakus cw [a,bJ, . 9w.) mm Cab) mm: appear): SIGM. . THEM mm? IS in 1.5037 ONE (2 m (4.1;) Human; PLC) 1 0. EXflflPLE : SomEDfl/ l—U'HE'N YooguE c307 mom/N6 857713;? 73 Do my m sawg Tm; Baufimw ‘ X3 '+ ‘ z 0; 17's mm mm). 0055 m: 5&1»?me EVIL-“M m2 swam/us .2 YEsf IIU mm: 77751953 0 301.07%») w (o, I), To 77m Comma?!" RX) 2 x3+3x~1. Pmymonmp Cmmwu: EUEA’Ywh‘ERE mm), w vancum, 0m EOHJ. PLO) 2 - «.1 < 0 Per) 2 l ’0 30 777E PESULT fiBDU‘E SW5 77W F01? 07' 1.5057 ONE C no L0, i), Pun—10’. 1-5., C3+3Q-§L :0, INTERDEDI'WE \me firm/5’51] ccsmeem 005E ) : Y i Yo .§.1........,.-..-."_._~.mm...... .... é ; Fm) 5 H- x a. 7‘0 b . Pu) coNT‘INUDUS 0M [cub]. o Pm.) =r‘ Pug), THEN) F0}? EVERY yo 1357705510 pug) mm) pcb) THERE :3 if)” 1.5037 0N5 x0 m (cab) irrme Pact?) :yo. ...
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This note was uploaded on 10/23/2011 for the course MATHEMATIC 221 taught by Professor Staff during the Fall '09 term at East West University, Chicago.

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Continuous Functions - CON TINUDUS FUNCTIONS RECHLL IF(pot...

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