ma100_note4

ma100_note4 - Qém int 5 Hr Seam-wf—oé: me. a?“ m X,...

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Unformatted text preview: Qém int 5 Hr Seam-wf—oé: me. a?“ m X, ,mdzl, A, or” fzmafmfis 12.? Quadrfc Surfaces Elf-1 The mm in immorde giant; an: eil ipau. u art-I11: 3' mm: in was: prams :hmam mli U: Hm Wham plums and mm dz aurfnan: in lawn: Hun on: painL 'nu: trace n1 L'l-E zy—plan: is I]. paint [dx M_:;‘:I}. and than Inc-55 inptancs pan-1:119 tinny-pun: are :HJpscs. "I11: mm. in 1h: 3':- nd 12-pin“: am pain HELL-nu 1.1me min: origin. Th: «32:71.11 plum pakaJ Ln dam. an! hymns. :2 3,1 z: '—.. + -: mmithnJJ-megijm a- b— dlimasamflufl lmIZ‘I‘J in pllms primal be flu: :jr-pllant. Th: mm in Ihc fi-pfilfl: Ind a-plim: an: hypubaLu. uar: it: may in 11mm. plane: that 3:: pan-mu! u: fins»: and domaipqn liming]: d5: :— or Manama-pm Ami-um Linn-.96 :11: fine: at: pain of hmnng 55:5. Th: tract u1 lib: 1}'~P|1|:.: i": a point (15.; enigma). and Hanna: 1:! plum: pnnLlnl LEI undaan fl}: :yapluu: tr: aligns. Th: mm in lb: )2— “ME-pm ampnrabulzs. as m: Ll'p: mun-.1 in plane: anaJJrfl In thasr. 2 :2 _£'___ z—bz :12 ‘I‘hsm in It“: Jnjl-Fiu'lflb is 1 Fair of lint! inf-naming III: th: orig-i: mm in plant:- pamlJLI tum: xy-plan: an: Mpg-bolas. T131: hypublflns aha-II: Lb: gal-5:15.11: app-:11 L11 d1: y—dJ'J'ctdun. and Elma below in flux.me The £13m In 1hr yz- mun-plums an: panbalau. u 3.1: lb: IIBIIES :n puma umflcl In them- There 'um Inc: in Emu-Pbu. In [Jinn-,5 pal-uh: u: {hay-1:13.11: daniqu Hz surf-um: in mm: mu our point flaunt-=5 an: :EUpsu. l|:| me}:- Ruin-Elana. 1, 1!]: am in: hype-bolas. ii an: an: Inn: in um: planus $311“: parallcl Lam. {1‘7-2 Séafcxéff .- fimm ———er33 0516ale {7 a“ x ' 19,442. Smfififlr fluff/é, Me 5% 0:40.57ng figflfigé ( (Wile 0f 25,)h :2; r'a‘ 74‘er ) mfar 195 Eafijfi films: VsL-m'aééa fir gaff: Anew/m w , @ mafia/liar], WK 3m@ + xwffif 2 1:: (a 347.21% 254?. mm. 7413mm. I!— fii/fi; +11 gal—22151: ‘9 a; awrye in ER; £56m; | Eli: '- flag—7152:! @FO&W§¢ mamd XIMRLS I z?" =Tx’lflu:+)’z 5: {mm {H XL ‘——3’ 2: firm, any" 5;. imfia; m sz gym m m m CONVERSION CyandricaI [I21 Entanng mflfifia¢fl Rcctaugular [u cyflndrical (x. :v. z} —> (r. a. a) Sphcn'cal m. cylindrical Cylindrical to sphcrical Ih‘il- IEF. iii) —> (r. 6'. {II fr, 9, I} "—3- fp. fi‘. dill} (19- all _'I" (If }'r E} Rectangular m SphErical (.1. y. z} —! in. I5. #2) LE 1' . é :31 IE 525m 4;; (We, mcL/Lmfis 1 X -fi£_5hfiflma d%afié fiy fd=fi35§ a? jitfiagré r: WM5 Wzfif'flbsg J, r’fa—‘f/“Ccasé’ ._._ (:4 2,. fl: fab/’2 —"" ifmiwn In mlflélm 2'13 fairs/G5 = (025%: Ffimzfié = 095535 E7fii¢fiafi5 0&1 Satrfncas In yéfiflffldCa/g aw! Tnhie 12.3.2 I SPHERE I _ _—._—-—._._ PAME‘DLDID HYPERLEULDED fi-— _'——'——-—|——-__. RECFANGL'LAR I z=u2' -“ -—.'r' :2 +392: I L't'r‘LINDRICAL z = r J ,- 2 I l- SPHERICAL I q'l = TIE-4 I P = :34; :45 ...
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This note was uploaded on 09/30/2010 for the course MATH 100 taught by Professor Qt during the Fall '09 term at HKUST.

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ma100_note4 - Qém int 5 Hr Seam-wf—oé: me. a?“ m X,...

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