2224Test1ReviewSolns

2224Test1ReviewSolns - MATH 2224 - .?M¢%Hflm$ gov 7735+...

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Unformatted text preview: MATH 2224 - .?M¢%Hflm$ gov 7735+ 1.. — $oloh6n~s m“) ZX-rg-kir—a :P'flvne', kih¥flroePT 01.30.03 Lb—iawrergep*..(o,‘zio) _ _ .E*ih\’en,£a@‘.‘\' (0,03) .w*__.,_._...* .y w. 1.0) 291+ 23= lb i. --¢ks‘inder5 M3 hum; ><= “bx: . _ _._!3Eh-.¢ce‘. .2—.=‘¥,%=“L& .Xzirecg ’- (Lucia ,mch'us 9‘; '4 CCh’mred 01(92ng “gene/wiring Em.va Ann M: mm. - _ I ,.ini©recc}u\q'. {1‘ s..gcx:r'&,\\e,\ +0. CO pens 4,102; Erw‘lgfl)‘ E .63). X31.- (52.17%?3 C .,LFPO\Ir‘z°E 57 (0.10, o) _ ._._ - ..... . x . 4) 93+ “t 91+ €1.23”?- 1 ..€-llllp$°'|é;. K. L3 2 fl. tau: 41133322] KartmLe. 7):. 1+ (12%} xz—HJ' — 21: Liv “kgpexbdofi fished“ x 5-fmce. xfigs‘i L32 Hate. (32*??19 x 2 4mm. 4&2;qu u—p— CPU): QJOhg Z-CLX-xE-a _ . 7H9 #20) \mn 7% (5,9;3C0103 " . a ,Q'\O‘('\f\)) pocjfln K=O =3 hm ’13:a (bare) 91th [Min 13:0 :2 ..m K1 "' lam ax hmflr <ioesno+cmst x?!) K90 ,Sfince. [\E'm‘fi is no’c Wmmg—‘om 0.1L dwadhbns , NM @1065; hurt amid I 2 in? ‘ 53;, H , fififlflixfiifi _, . l9.11m x2+ 7. “‘ {4 "Qu’m VCO‘Z‘DQi‘Jun'Ze Lx,la§-WCD:03 ‘ (‘3 r :70 PEG Luna. 'Dolcm fiwfihhhms :l‘Cbl be LDLX: f 42 3"- XZQ‘, J.» v I ._ i=3? . , _,, E5 1 5‘ 52. tofu 2x6 J (13K ~— QX‘ae 3mg“ x e. +12. “x 7— Z - fljw=x+ggx73cosh) §:g$mt3 93-;— ,, n . Q's}; a, . d ' 22: __ 9 *gm :: QCO 561x33 9" “' O 3'? = 5 X Q22" :- —c.o*:~>C9x~gD 95:: was g3; r. “9% _ _%7% *fi' %fi :1; wacax—fio' *(CDHSCQWQ'S m tr..a=c¢r’.e) :2 %%3 s o ‘9uD_ 9%. 9x _,,::m,2‘2- as." 9x as and, 34.8.." (3995(2*‘®>C0$3%kog(2x-3)r _, tonn r‘*—’F\ 3:0,. x= ‘4" 3 43:0 = L9 Coe- L‘ab-t — (cosczwv . :.@_40“>.33CQ-1T’) flock) q f" x3 557': Qr=x1+ #31". ' :DDWZiQAQI x331 O pen :3 Unboundad » J2) x719) 7 0- 3‘7”? Wail—$70 _ Dom“: UL‘X'Z_I%7-7I_q Xz+fi524|3 “Wear gzé "\ opera d)..d.t>m0.im\ Knaaxafeai nommg bpeh‘3,\)hbound&c¥ _ ~~~~ - , £14391”an £0.03 do nc’r Wm ...d\red%bhs , $015M doegn‘t axish , 1. '1 ‘ I X-rLJ) Q,t3)-'-7C030) 7. a. 1 , x+>¢ _ 22x _ W Lad-Xigxé‘rg xx xi’o XL—Q Kat-G902 8x2 M5 2—.7‘. : 7.. = -2“ “9) '3 £4.33 XC~>Q rm: —x 0-PPTOCLLM-‘ag (0‘03 CD hth HM. W CUM. A‘tmdnm 150 Am Inn-l ext-23!. 1' .439?) ‘2'; C09: 3% + \ n03“) “332:.— 15mQ92Q'QTO =-’&315%C&9 ‘Qx [a ...4.-;2—E _ . . Wax" " ‘ q giCosCE-ZQ 1. ’73 .J_ E. y/fj = “z e. ' == “F” B = iii M3 5 . - 75-3.” 5». P2:r&2c I .... ., _. olfl‘": m J3 Hawk) :12: 0.0%, C :00 . “‘Ol'h‘t . fix "n" £1:'£ 3”“ 100 't—fé-O —.ol"Tt 11'?- E 9.5»: E’. .COECTQ—O- 5.40:: #tthQLx‘ga} = 365+? a: (ALGA) ML? Cg; $5.: xez-zu;> far—2% JV? LXx%a23.;.<nfig.) x533 S2237 , . Lain, h: Y£,La...,o.b :— a», 2.137 #- diredr'm 0-; =- “szfi, ? ax, c.0522; “Mb £,_$)= .1 _ LszaW—“v % +.CX*.13.‘ (an???) , .._‘T_Z *" = x—b-P‘T . .‘."‘ .32 *‘r )9,.,"‘,‘ 7%) “WW . Vol] “7 \LD\ 60 moremftfixh =‘-7 I=‘E2[ I “IQ/42;) a: (Jammo) gain? 3% at (3%me %;z = efik f.%§-= i1. ed «aqua; %%'=r‘a; d1: 3%:ch + %%--cw a: = - 830316“ #50 av .. vmodfi aoo .. 1:;IC%0*LOO3_*.$0'C9353LQ H LCx,\8,%3 =.=_ ka’ .3 x“; +2.7" . ficxz+%§92f_21)7:rl _ I. I fiLXZ-rL‘L'KKOLtl \M E “Lam éy. a. cm. at .1: {2 “ii—‘7”... I a: .. m: am-%£+ ‘0‘4 Q5) d1 xiv-Bx-a-x 13-53 _ x (WED "‘ 5 { X173) 1H7 L =‘ n 0mm «:0 ' 101—5) {3% «70910) Li” + ‘5) CK'EXm) LUr - “- ‘u = " 3) hut—LG. dam—cm") ~3> ‘50 “V; W 1m) S’LX\U8\=‘- X17- vaské'k' L¥ vast 0dr PLh-x) 4301-0: \LwavaQamtx‘ut-Af’: Haw :8 = QX'QX2%+L\\GZTE ham): 94 q +q.= |5 £5 2 # 3x3+<zx<5 % 93 L \vO: — 3-8 =—-u LL\)~\\:%f\E)CX-ml\)~\\(‘%*13 ‘ = %+\€>x~\%~\\\3~\\ 7- PBX—“l3 -— 18> éw H 39‘ ma: w W [W- m 1 cm; :“5 '_L+l1’az__L zifiz ’ l '72. .33} ‘1 HD- ' ; 5 + 21. _. 3:9... g”: £36.03? @4131) - Q9032} " we); . <93... - ol‘qu. )L bk, \a- Q . . QCba'Zv\: 3.5%???) 1: are} B=..&>L+\ @vJE: 4Q...) $.37 = 4‘6”): ;‘V¥Lo;2.)= <—\~,\7 _ \Hmfim Le: .mpmdimfla» +0 “HM. QL'JVML W km Wad Leia) Lx. t3) “- 3123+. (31.? ins—t5 .-..V53 Kin-L63: .(HXT'Zb; 21 53-. Qx‘.‘> ...u= “rm-"v _..i"’+&_‘."" V$~3=<an ‘4—35 $9 - “ =5 L '53 ’ ' Q+IU “Pg: Qade. ‘7 '9’- = {a} \ .. dt 9% «it ;.h CU: __ lira-47"th r a? .‘i .-—— 2mm @313» + Max"- as), = _.“'-kDr’n’ +4.97!” = 91*? _..\fotm {11“be 9577 23. Match each of the following equations with the graphs below by putting the letter of the equation on the line below the graph. Also identify the type of surface. (Note: there are more equations than graphs, so not all equations will be used). A; x2+y2—22=1 F. xz—yz—z=0_ Aer zzfi ,B. 3x2+5y2+1122=1 ,6? 2:=5-—x2-«y2 45 4y2+22=15 ,9: y2m22+x2+1=0 .H'. xz—y2+zz=1 M. z=J§—x2~y2 .9: xz—y2+zz+1=0 Ar x2+z=0 M zzsiny IE: 3X2,_5y2+1122:0 J. z=sinx Q Zzflx2+y221 WE ___,. __._,_.__I_,..m_m, WWW... CL: w. Hemmmbolofl C BUch ngevbddta 3 2.391353% ...
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This note was uploaded on 04/05/2008 for the course MATH 2224 taught by Professor Mecothren during the Spring '03 term at Virginia Tech.

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2224Test1ReviewSolns - MATH 2224 - .?M¢%Hflm$ gov 7735+...

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