review problems for 2st midterm solutions 2

review problems for 2st midterm solutions 2 - Sokuln'm...

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Unformatted text preview: Sokuln'm 'l‘o {‘E’ULEQ 5. Ear 'Hm's p4-aa\c>\enrlrLa H-‘is 032m #0 the. in advance. '2. l 1 S gCfl coibflcix : S xCostabclx + I wag-1‘1“- O O l I Z = 005008) + x Su‘le") 5m i b?- b o In I : (05(53'4 +_ 51(3) ‘_ Smfib') — Sun“) ‘0‘ b b ._'.'. (DSCb)—I + SMILE) _ (D b?- b 1 \ ’2. S g (I) s‘mu,1\°\x ._._ g x smtbgad g; .I. K Sutanan 0 ° I SmC‘ox) _. man: (In) -—'—-—.F—u——-FD 7.. - Gait-‘9’") ‘ b I b" I, o smCIu) __ _ «if—2?) & acacia) _ 7 b h In 591(k) __ wtzb) b1 b a.) The per-600‘ 2 exhnsbn é a? 8 has We firm, The perioé 2 Fourier series. is He mm“, Faerie:- swim {i=6 1'} cm [0,2]_ We. comp-Jo +106 using hm fnfarmnkom an, . a? 1m firmna amt. (NOTE: TL“. Wynn!) formalin 5M [21050304 ‘(b Incurred]? -- a gush” e6 2 mu misshj R-m 444: MW of) H1 basis guthw. This [mo loo) been (err-2&4!) We. use form.qu ulHl CL=O (97.2" b—a=.9__ OD ' ‘ cos(n11x) + lo¢$tnfnn=<3 a + Z; an o 91:: FS(¥)(x)= 2. '1 .. 4m _ SW» ._ igmmz Qo " "—— ' ,9_———-- - ‘2. q (.1, l7 S2 a” o O 2 an: {gaanuflv _‘___ gcxuwscnfixfidx < :05 (um), macaw)? 1”- 3' 1 n __ Losivw3-i ’r sm 2:11] ___ Q!) —l us'mj C1) gm“ ’" '— ntnt 7n1r . Mn:- about Z k - I (3 stfl) = .L. E 9(a)sm(nm<\olx " - (Sunnflx,smnnx7 ’ 1/2. o . __ smbm) -_ 605(2),!‘110 =__ --__L_ mug (.2) ,.--———f - 7-1:; ~71"; n11 Hence. GIT—l 605mm,; .. J— ain (Mix) 09 F5 (m1) = 33—, + “an; m At 1:2 ’5ch = limo ;ch—>]=.;[°+Q-.u,d ('2‘ dcm’Tcs .3 H13 pedod 2- eMim-x 0? Sr]. In) HRC Series go? This uili be a series mm..- pu—ioci 9”! Correspondsz k He even hxi‘émim as: I {-o ['13.] The Mowing graph illufim’t’ea i“ this men .5kaan Maul“ hm pea-incl H “4mm 95‘ Hm +o «Lu “whims I l I. I. \ I l I i M I ‘ ‘s o W oriaiflnfl 9 W 3 : even exhauim +0 [‘13-] W “' 9s . .n f Per'mdL ‘4 ext-{em'wn a We use 'hu Mkrmahon provide in il-tm 2., Papa. one“ gee-ragga shat: (QT-2) ac macaw-x) =ao + __ Chafing” _. 2 a .. Q0: 1: “EB—iii = 1-: £47033de 5. . <11 ‘7 Each 0 ‘r 2 an: 434.13%)» ___ L, [gemgflk (“‘(rL-Efi);o°5cn—Ex)> 2’1 0 $1 neck! Rama) __~, = mm; —1 + 9mm =q(m:('1§3-D n=‘“< (Hula)?- “W1. val-"n?- ?fil n=qh+l Sana: ‘Hm exknsfon :- ii mafia-um qi' JC=1 anoL 3(2)::1 we PM Mach?) (9.) 4(2) :1 C) HRS Sen'es «For This will (It. Jrhe senies o‘F Puma "l £0;- Hun odd- end-enfion 03? 5’ Jm (4,2) x I ‘ r f I | —a 1 i 1 i u I. W“ , I add: exhnsioa 5} period. 4 axI-ensitm USe 3 0“ page of- ‘HM gawk. Slug} u'H‘ 12:1 HRS (3) (ac) = Z bnsifi'l‘ilx) I 1 b“: “Amp-1533 = j jgfa)5m('3-l-x3clx. <3m(n_gx},smtngn)7 I2 c, ' ‘mt Us-Mj (1') "" ado-R - mm“) = i. 5111015) + -0 ’2' (“fl/131' “1/1. |r|""‘l'['a L "I? °° ml “mm ‘ Z. ($34?) + Jamaica) HRSC¥)(1\= .'i[§(2->4¥[1+):\ zip-1] =0 A) QRC series, This is fine Fused 8 W arresposqdaixj Lo ‘Hfl-B exhnsim 0‘; g +0 -_(’qu3 Pickwick Woo.) (SJSM 23391134) 7- bztm: = 8-3605?“ 2-53“?!de < S MLZ‘EE‘WLS'“(2—'é—t_‘m o ‘ o ._. sail—£51 n3 .. cos( .1‘ n3 CGH‘W/q 31' (“MW/'1’ 4% h l " WLSMPWB Smu— § G W exkflfi‘m 05F ‘gé {5 can'tIVWM at Dev—2. QRS(¥)(2):§(13=4_. ' —6':{ r baa. kph: :4) 3 n 11:]: T3 = 3A! + £62.11. cosOmx] —- asln[nnx) n‘fl1 N04? 'Lhai SMu. u «as Lmr you = ‘2 [alcostnfléx =| and sxmittwflg Ea Hs::~(n1rx)n=\ ,MJ Mil—.2. we 526 ‘Hmi —. —- __ fl _ _ —- .- __ ~.__- ‘ i i—fi a cosnxlsmnch-..._ {5 om or'l'honormafl buSiS. We Lori't‘c T _ 3E ._I_ + -..L sm'ny + [#31, ]m5(q_“x) .— __‘.... 5|“ £11“) '11?“ 1'“ USE-13 in; L& had“ a; {apnglg is or‘hmnormag/ [IS - :zmneau‘ s (an —z|‘z¥,e;3°-, us—w = (m —1c3-‘é)2+—‘fiu(%a~)”<ia)z+éi)‘} .1 I _ J‘- = 33"“le - l%+-fit€“é+'r«1 * w] - O ...
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This note was uploaded on 09/29/2009 for the course 650 527 taught by Professor Danocone during the Fall '06 term at Rutgers.

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review problems for 2st midterm solutions 2 - Sokuln'm...

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