Assignmet Lecture 11

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New Jersey Institute Of Technology *

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602853

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Mathematics

Date

Nov 24, 2024

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docx

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7

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Question 1 \}gv\""\j hw{"ga__r,[_ Clsn Wl A u’vl e 'Hwb A =y e 5 - _F\B’ifi\,\:( Sl \'v\*_(_ 20— A A Ll‘ }—q Conees pon dra Y Gt o e - = S = GXo 4+ c ) mod na t =G Whew = o L Ko i (7x37+1\> mo‘ \OL’) oy _ _@57 +29) . mod IS = % 2 AEEmed LU0 =T ,][\NS"\' ) V_\_*'i“)?fi’_ —z. REE ST Ri =~ X ity — = V\,\‘ _\/91\""_'_\ M = (O | Ry = 2. 88 R oo . ; —— RB= __?§_Vnu4 |0 = Ou&& : _—,Tki &NS* ¥ koo Nl ¢ L RO ) i‘_l_’:_ (Lq YL ‘\’CB mod M ONE B (&, 29) had (109 X2 B L NG SNl moed [OD . - ot | -2 wh ldf,j"{* _unks = O flS—'U ond._sandem Dumbv. o Qé. - Xa = 645 med O 7/‘, - = 0O-45
Kn : = 3 = ((AXe 4 C)rpoadt N == fnnsi= 2 e 1% x", = (315 4.24) mud OO 244 med oD ». QA | B dhood 9ud < b= 3
e T0nly wey b achule i s fo mulepd Mo |-—= (%o +cmed m by 4 i s InCrease m by i Giwmes Ond betom2d DS =< e f@ Xo tc | pm,(lrm | WP Infoney = Ty BGng ,Y,f«rl};«, B = SOEE Lx, = (sexaw siuo] et VOO —— 12 (& e TR g BT Prock e E Pge (
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ot hte. <€ - SNy e v R w1 Yandonm numby = 0-6% L Xa <[2eX6 &y + o] medi@o | a2 XB_CVL‘]}]?sl] e l\)%?iigi“i pams For o o - 020 onla T Tt hlep L noh S EEE Gonclihor of° 0 24 becotss SHEEEEIE Shmmean U(v‘v\m <5 Rovdovn une
. Qs N @ Coplas poisson dishibubed wita D Hoo Aichrbubion oy posson ls g = = - A B 2 = '[ao - ooy = B | e shee sl - B 7ifl ‘Ar’v\wn‘\’c a. {(‘MAW" \}“;Egfift\<, i e o —_— ! E s '_ . Liw_;:fiiqgégf;r 7_,> 7:;7 E S oulse Goosiimamy 7\8251777 - | e == o == 53R E S 0-05,33 ——— 50333 o4 b ooleass e | 2 J\‘ - ,M—’,,, 1:D329
2 o | . Eolend cishabubon | '7 ’17 ;)L]wé@1; fllh%ffr7 & ol “Vgfifl:fl Tl 7éfj(ff’1;l;é»\ s : s (cdF o1 &Pm@’r.r:&fi&dvqg DS Do Y= = é/ulm Gonshonmi—= "D IS = SO
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ver Loland Asw;@ Y ké—fivewew]# £ Sl 2 Xauden Nunby wWore Greveccked fom —@XPWJ\(\ _dishtubsan = ¢ T O e | ”_\d(\n(DOL* )M,Q00fi>%> . e -~ .\ (—a-35ip a3 ——— e e 4 e il el I - i R R B (:,j_ I = fuds L 2 e iiflgmtoimi%]uwl,fii = O- 77539 Pogei2