Sect3.1 - @3431", Pmblcmév “a 'Q: a"...

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Unformatted text preview: @3431", Pmblcmév “a 'Q: a" $476 m clepenJe/r5 WV7‘0I6/c’ _ 65'2’4005 Inflorh DIG! g, SECS/7010 3.! if, t ,h +1”; boo/c but x re Use—OI he (i) Fana’ “H19 56nch sdu‘h‘m (’9; 3” +23, ' 33 3O. Thts I‘S a second order linear hornoseneou: Qfiuwhbn Lad—h cans-fax -cot%a'en-ls. So ‘hnj a Salad'i‘on 0+ ‘Hne kn“- U’ ert. Then '9’: re“. and 3": rzert‘. J plug ‘Hnes'e ado ‘I-hL WW m rt w ' re *Zre —3e"t=o, ertlfl+Zr—3§=o. gma c't #0 fur mg with; 0F r‘ or t, Musth rt+ er3=O or (r+33cbn=0 =>l r‘" W “'35 So 1: (4!) HM \I-he seneM/ Sdld‘m.’ 23'“ 53’ +'3=o. L4” 3&5“); e't L'Hwen 3, a he" Mafia": r‘e't. Plug ‘I-hese uvb ‘Me 5-5-3 V Zrzere " 3/63"t +- are =0 e (Zr‘—3r+l)=O % P: '3: q'qawn = 3;: _I_ 2(a) " l '3? P: E or pal 9% v 3” H.‘ CH3 and 3;: czei bo‘Hn salve-W us. ‘At- t- So ‘Hne genera] Sblu‘Hon rs: 355): 6,8 + cue [ '7) Find \qu gem-rad solkhon.‘ , - + :0. Let H“): «3'1t => rzcd— Qre't +96": =0 xi? him—«MW é eff ( rt-airqf‘h =0 r: 2. => p = q: {76:7 = 91' ~ I q;- 36’ 2. 2. ' z (‘I+3f?)t/ - t 30 3' _ as a and. 3‘: Clem 3i?) /2 {30% $098103 ‘Hfie 73-5. The general so’wh‘dfl ’3? (/0) Fwd ‘Ihe soledm; skckh 44v graph of w Schehan describe . {is baht? as 1': 'mamses: II . I :_ 8+43433=o 3(03r-Z 33(03 1. r113”5 + Qte‘t +36% - c‘*(r‘+qr+s3 =0 '3" 1*: -1J -3 Th ’ . ' ‘ —t —3t e Senera) sold—con vs: / 15M = 6,9 + cze . "TB dekrmme ‘Ung (mm 6‘ and 5-5 u3e We. z‘nv‘real candfi'rons'. ' ~' #6) “316 0 r. = “(3 Z .cle +Cbe =- CI +642. 9'? CHE-CL 6' 3(03 "' - CIC / “3ch l : -C'_3CL ' e‘O t=a From mam! (W): Z'Cz‘ I-3Cz => 3‘7" " => and C.= z-c n‘ n 2,? § , at .. L TN 301th PS '. g8 -' 2,63? =- 36“) AS fa: 00, 361:3 -> O smcc bow emf-nerds ("rm ’gt) are nesoctlve. 33‘ z (H) F'md ‘Hwe Solwhm; Sleuth "’3 graph; Jean}: #5 Maw“ 1 inc/leasest ' 43"-_53'+5 =o' 3mm, 37am J Lei 3(1) = e". was duh) \H‘e hE. _- l , ¢ 4 2(6) ‘ mi 12 3’ 3 so 17'; 7“I3 30m qe + Cze Dekrmme c‘ and CL £er We end-u) WdCth‘o gm) 3 LI = C'+ C; $ (3,: 'J-Cz 3'(°)= O 5 '5‘? * 'écz 2713.: "36'- iii-p.41 (Iz) For! \Me salmon; 5W :4: graph 3 desau'be. Us Mad? as x mwases. 3*33' =O J‘ yak-Z) 3’/0)=3. Lei" “Hakka. Wag, Mia 13.51 r a.” 3re’tco => ert(r"+ saga => “(Na-=0 => r: o -3. I \ K V I Use ‘I-he u-u‘hd Cand'dzans +0 dextermuw 6, 6;. 33% 1c,” = .2' => c,= ‘(2*C2.3. “L 3’10); -3cz = 3 =7 (rs-I cw' c,--(2+ca a" c.--— 42-0» -!=c, 3° fifth “I - 63" 45 x6 50) ‘90, and a ’I. 300 @’ Fmda C‘FQCeIe'flLTCf/ egdqfiwn wéose gene/VJ 2'5 2 ~32’: Sa/dT/‘ro'n is 06/; CI 6 rca a . 91/176 {@035 09‘ “He, ©4_am07€rr575‘c egoctfydn [CDC/CO7, t %Q are, 2 Ono] ‘3 gram ' - a ewe/a! 50/075130. Macao/53% 747g nook cue a —g I %e QAQpQQMm {Ye ejvqfi‘dn Can 92» CP‘Z) CF+E§ 3 CD rag-k P- 6 3 0 %e o/I‘CCoreflC/fiq/ €80°¢7€AO0 QC?” +65; } Faye/aéD ‘MJQ O, Lia/01C) )48/ 1'737’3“Q Q5 act/SUV; Ila. 1-0.4? ® 50'“ 951"“35'2‘1‘0 gzo>=a ya); ’/a Late (9126”: plofiL’NJ Wbfie- DE. 775e, vomewle/mfit 68mm r5 ’QP7‘~3P1+I=© I l [QP‘QCP-Iblav So [\2 J /a 19 J29 and ($1 : C's 113366» 001: (1'3 atacae . Q C app/61 %e ’U‘flq} chndpfidné +0 oleJ/amme J a . 1—») C - Q~Ca Cale}: C,1*C8«Ql i ape; gyéo‘) Ci+éca- a (05")? C’ | . Q’Ca—f’gcgj /;L ‘ "ct Q‘~/ ‘3‘ 0‘ I 3' 6 Q . _J_5 t 56 52: 3’36 ‘ a I RS 29/0 The. maximum wiH OCCUF‘ wéere +5€ dQF’VQfiVQ‘ ‘ ’ 3 jib-fl ; O 1.5 : 7“ e A 6L zit ,5 ’E ; a6 6 =6 ‘3 a t: l C2 = 479 50 j 0 9V ’9‘ JCQCI’? QIflC“) ‘ ‘ —- e, « 5 a The max/mom 1:; (a: $6, - 9—-3- .9. 9 ‘1' L/ Tim. golu’HonLS Zero Q75 15 '4, «O 9” —- M We V: 5: as" t ' Q In , Fm‘d at 80 flat ‘Hne. soul—rm 95%; Ivfi: g”-3’-23=o . 31o)“, 3703:: acro' as 1-500. Lat 3(1).- e'”; Plus qu~me 13.13.: erx(r‘2_r_z\=o é p: -4) “fl So we 36mm} sow-mu: 3(1) = Q‘c'l *czez" Dekrnw (3‘ and CZ {mm 4%: Lnd-wl ewdd'lmS'. 'ljlb)=—.a(=. quiz $ 6,: oL-cz BIlO) = - C, “ Zcz = 2' ¢ c: = Zea-Z 50’ avg: axe-1-!) => cz=(o<+l)/33 and 0,= 2/6513: 2(O(+Z.)/3 52 = gym) = I41 W3 6340 Qty-bum“ 7c ace; wheaecond Wm must be elcmcnacde due +0 ‘ihe 627‘ each, WW5“ grows as 7L .mcnmsrs. 30 we WISL have M nguaezx =0 9 d+z=o 3,7 . ’31—}:82 ...
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This homework help was uploaded on 04/09/2008 for the course MATH 2400 taught by Professor Yoon during the Spring '04 term at Rensselaer Polytechnic Institute.

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Sect3.1 - @3431&amp;quot;, Pmblcmév “a 'Q: a&amp;quot;...

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