hw12.7 - (a) Z- = §+ 21L =7 Eler-t-fc fmmboloH 4 GL'- 2’...

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Unformatted text preview: (a) Z- = §+ 21L =7 Eler-t-fc fmmboloH 4 GL'- 2’ b: 'b (‘0) 7: = if _ xq' =9 Hyperbolic Parabolor‘d 1'5 «=1; = 5 cc) xvi-E :9" 2": lb =b ?,LL 4- ,3} — 2;" =— 7 ’9 HyPeybolom‘ 01C1$L¢¢t [' 6 q:bcc =. (f Xt-i all—ti : O 17 19' 7- xq’f 3” ’7 Chg/“aw com. a: b '— 4 (9.) 4'1- — XL—rqjq‘ s> E 9 fil+vl 9) EanJmc quqbabrd A=il b-q 21-x1_3q' .:_ [I F) bofgl‘d ff 2 guest: a ‘ {0 = c -'= 1 <9 7: - x‘w'L h -— — (X551); chemmv qubdor‘of oPa/n'lnj dawn fie mejq‘fivc t'fixt‘: or Can do m; M each 7—D - Home as 40Uows: (e) 7e = WLM‘JI 33’1 ’7 t = ’tx“+ Lb ,- 9amlootq CF) 15=°\x‘“+43l 3 1% =7 amt-Fay" = 4 ) amp” 1.- @ xL-Evm 'k' 1:: :1 E q (A b \ ’) Ellipwrof W 7: 4. x m E=W =7 2": x"+8‘ ;% Lo 9) C.hr0.u\qv came, Lu? w our’c) J P V X j (53 LW'LMU'L—t- ME" = \72 “I Tm“ W» “M— ?lam 2=JE =7 ‘ka-rm‘j": '55, I 1. 7:7 L 1.: “(+4 1 CH [Mghs of MAJ‘ov/matvwv axes 5? up} (0) ‘Poef 19 at: bL—a} = 61—4 ‘5 w, chE .Goer (i@)o) 0“ Zp/(ifi,c9/Jz) @915!) (A) The 99ml om‘s is Mmfle! 160 'HM x'QKI‘S. Q! 7: = 51*“ CM) Tvmcc oh 3:4. 2) hr = wk“ 1 2) : limit :9 “Harbolm 5r 5+ (W Vw’cmcs‘! 1- 0L: CG 9) 4.: 9.. $0 M‘chs (0,12) / 0% 3D Co/i‘l.) q) (C) Fae? q $299+ng z 4+¢=§ r> 0:25. Sm, 'Fact (CD/$252.} 0m 39 (0/ inE/Lp) (d5 Fowl axis \‘5 Parana £0 y—axti. @ y :. 4527' (:3 :0) Hvalvrvg around j-axts, Sal we. 39}: MI amp-Eta .pambolat‘aA ontvLj “Mg Wm posterve g—akt‘s. =5 qua-Ham j ‘__ >5} + 2.1 L .- a b7. WhMA 13-0 ’7 flch/L 99 q": 44 But- “MM b": l +00 becaMS-e who“ we 4 ‘fbVO‘UC Q \wuqbola Ou-euvw‘ We j—ouq's) we. get o\ oziroullav Qarabebfd. so, 3: Lb} sux‘wqil in q ...
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This note was uploaded on 06/02/2008 for the course MATH 200 taught by Professor Kingsberry during the Spring '08 term at Drexel.

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hw12.7 - (a) Z- = §+ 21L =7 Eler-t-fc fmmboloH 4 GL'- 2’...

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