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lecture8 - 0 ~ \ OJ; \ 55E) Leduve 8» EXamL DE: 31.1...

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Unformatted text preview: 0 ~ \ OJ; \ 55E) Leduve 8» EXamL DE: 31.1 Suppose we am given a DE (Maid/11‘s Hokexacb Le. %% 5L We (OWN aPPW Hm glam/73 exac’rlfl (mm m a” hope is “of W- WW fieomem‘mw = (5 50144614000 GIQQULNE ‘ {here II No we wede field (P(x,~;),az(w]) P ‘ wouj ’rO MU on 7114270101146 a berng WWW FM”) “’7 WC“ 0 WW 7%51} {19/ Q) all/V5045 P051075 m 77¢ dh/é’cfiph “f WflWh/O/De- 3,qu mmgbe Bil/we goavoomd “W’ {—a- ‘ Wk“ , [73 some facb‘F/M depemmfi S {mega/mg wefi ‘ , d b m Veg-for 6% a pmm‘, WILW‘U' (OW atom 1L charge five IKVEQ JPW’W’e \ which “We WE, WEN/egg 74% al/‘wcfionj / Wan H'1 F Encamgle Tod/Le We wechth Add d( 21 +111 > 2 (x1 3)} “ML “(he seeded WC+O(7LK\€ld (P; 6?) = 1’ (7Q 9) Z (3C1, 3633‘ 3 ‘fi > at x Muck/((14.3 1,6433“; (.9. AF PQ H /\\ ( (DC/y) (w%w%§ (olLf-(ll Hem we hat/P sheltmol llw m veclw field/5 or (23 afl' lea/)7L lbw? vale); lying on Jame circle of mallow 2. (rfwvvx le‘H'l’bngl’l'l') Nola ‘l/l/loll’ M W moms along l’his circlefl’lu lenglJlx 075 ML veclvw anslgvleol’lv pdm’r: b9 (BC?) gmws/ laerfl/zg‘qulirecflon elm nol change (W x Cmolfj— ooordinalP/l 67? W walvmreJcalad by W Mil/we amounl). 51> PF we slavleol w'lll/x (lg/CU) 753V whfcl/t Wm 13 no CL WWI/h cla=ll369)) Wf’ShOulOl Scale Whamva (POCMLGMXMD l3 5); Tagel'l’lfle 151‘?ch 3‘le‘93= “WK/117) ~—= (2w): ell: e No‘l‘ica Walla/J we meme along 77% clrcla in ell/liar Fiduwe m WINE WEEK}! all all fin/2w +07%? web/field, 0f cab/Mg 5g WW6 PQVPEWCUCV’larfl a Med-Dr V: “’9”? Pé’VPeYLGll‘culCll/l‘o AV) fiW an? scalalf O) 5044M level 523-; F(D(/Lj) :C SH“ came Palm mm Plow/La moving pevpemolrcularlc (P/ (Q) Tl“ fill/“QC??li (17/498. ol PCT/“93+ (Ely/9359i : (9 mad 006’ - Swppom we wanl lvsolve 'l'JMLl/l lhal Scallwgs/m 2/1/1 (1M) Mead/x POM CH: =/A(P,Q3/l-e. (BF BF ,_ :5; :JAP/ ’33 fl/Mc?‘ We call/«A anmlegmling ficlor 14% W @373 : O. tom/II Then @ ifiol’ds 01? {3anch 2 O f H <~ quJaWa/D i Mm) (mi/h gmpk mov‘ma ‘L kmwd‘orfz‘eld ([33); U f WWW graph mac/in3 _L 7’2) 1:. H j 16%} wk 57,0 F(:z,y>: C} 1-8. Theouem 11C fl“ DE PWLCngc ha/J m/egmfing fid-or/(A/ amd 61F = OMB/MU) Wet/t Wgenem/ 50/1” 2; Fwy) :1 C. We flew 120(va :3 finding Wale mkgmfing Fadzm 7) 62 W * ‘ 2 ' a” "‘OI’W wmlml’v. QM COMtder (achij) -2” M f O hm 98 e 3—(amxfl = ’ij 50 77):? DE Mm: mad. We dam/a : 3’93" is 01m 1n¥€gmfing7€wl0r 9312,11 Ffl_3‘23:y=ix(§ £<W>=w< ) x (x w} So UAR/MG?) Jrexad. Ta 79nd Fax/“fl: 4F: 01/3/146ij Wag/H a ~,L _. 82 + * 7c {i and “" 2E : A23 I Ma? 33 7:: 7L ¢(?/) % ¢M=M+Eri —-= 2&3: :0 Z3 1 50 575(th : O. 2 50 F0”) 7 ’i “I: WW‘OW gememho/w‘ionis '1‘; /9:2’£ = C. ' a!) 4.4% Wet/He w some {OWL/em 01H: O hem. fl con/me making 1 21 LOWSJFZMJF alowg 775 (engf/h wa aim make x+g2+ (xv-:0) 50 Our gal/16ml Jolt/{HOV} 00mm? 0% 7% 00m}; x+f+ £ch 2 0. (You Wag/M— (ihe +0 mink more (aw/[9 Mum/z; MMW/D), [0/4/11 7 v , -I_ "P 0K, y‘lz‘ne. 501% MW WM 1401/”? W9 W/7%/M ’ Ia. @ mm) M a WWW] MGR WV We “LT/191': 7W4 fw‘ck, dud WeVL explain (AJth f+wka Fmdmg mkgmfing flaws Q , QIWBYIWDE P+Q§§$OJ I ha vemembzv Wis/owe 0 I? W fat/2619M / P x32 ,L 3P _:0»_@) xxy h : Q69“ 92: M )d . . \ depend/9 orw ow?) men/1M1) = 6f 9‘ x I! amnkgm/my fixcflvr. o I? \ 18 fl fig ) fl 3 P 2y 2:: -530th ‘ depemdn only on 5.) {hem WIN) —-— a (50m mkgmfivfi 79c r ‘ \ W m W SV‘PPOSQ/M I5 anmkgmfing ‘Fachv. e ‘3 %W3 = %%(F> = 5%%(F)=aa</W> 0L c Suppom fux) dependn onbg om leWW CW)va d (g 3P 3 Egg ’33— :: £Q+fl39¢ a _. _L [email protected] Mutz‘mlmmj 6% —— 63(33 9x Io/g/H E A alepemb («mg m 3:) 711mm @ d P 6% __ man/Am 15 a DE 14295 WWW/w (dutth Wax (éééu ,. Now) Wefipwde/W hvmula by being ofofi‘mmtic” [JquOJ—e/{A doe) wo+depemakom a) d?) (OWL you can now Check WMHWI ready ohm fifve 0M 79(6va [EKQVCI‘Je/l The aqwmemf m We Jewndcme f5 WWII/0h. EmmgIe w # Ziggy? ; P 62 _s_ ' a: _ @Q ,__ _r_' _ -51 h = 62( aj 31> __29Lv( +23) "“ 21:] 7. »§_ 9L SHJCMI r3ln[nc> [n (3C3) F3 ...
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This note was uploaded on 11/10/2011 for the course MATH 33B taught by Professor Staff during the Spring '07 term at UCLA.

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lecture8 - 0 ~ \ OJ; \ 55E) Leduve 8» EXamL DE: 31.1...

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