quiz2-1806-S08

quiz2-1806-S08 - vv ' %~v vv ' ~ %~v ~ nrv r nrv r r v r v...

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Unformatted text preview: vv ' %~v vv ' ~ %~v ~ nrv r nrv r r v r v } fk ~ } f fk ~vSi ~ } fk | f fk vvm }~vm f fk | f fk vvm } k vv8m i | k v8m } k vv8m v8m i | k m { k v~m i~vSi f fk m { k v~m i f fk ~vSi mk f Si | {k vvSi mk f Si m {k vvSi vvSi | {k m {k vvSi fvSi } ik m m mk vvSi f } ik vSi m m mk vvSi i k ~~Si } | {k ~vSi i k ~~Si } | {k ~vSi y h p z x p ''zr yz h p p % r ''zr x p p % r zxwyrGo s p s v1 p x ys p zwrGo s v1 p xs p ~v$%Go y x u us q p zlwvtrGo xs p ~v$%Go y x u us q p zlwvtrGo | fk vnli i mfk ~nlSi | fk vnli i fk li i mfk ~nlSi i fk li }~| { ik i mfk ~nlSi } { ik ~| i~nlSi mfk i mfk ~nlSi f nlSi mfk fk ~l f nlSi mfk i i f f f if n@ in@ f if n@ f f @ f@ f m h m h i jh i jh g f g m ~nf gvSf i gf Svf g~nf { g ~ g~| g v g ~ gv} g g~m g vi g Sf e h h g e h e d qFH xsp c b a Y WU T R P `XV%SQI xHi y w u t r p h g e sxvqsqifd 9 E 9 C5 B HGFD864A 9 75 3 @8642 0 ( & # ! 1)'%$" i c } m f gp x u y 6`1vlvv$ ' s U SG R S S ӻ %$ 1 r eP 'R V V 6 U u P P U T W P v'vlv elx 'ˣ ̰ 'zz s u g y u x s y x u xx p '%lu x x u u x s x y ' G'lz'wew x u gp s zvlvvd'vD'v'$ p x x u s s u 1%v'6'v$t%u C(A) x Ax N (A) y = (y1 , y2 , . . . , y6 ) x 1 , x2 , x3 , x4 A y Ax y u x y x x s g lvz'v'6' )Ȩ A s p x x u s y z' 6'x wzwzx x x u s x s x u s u p z%w'z'vw'zɣ''lܣG%g nwx y f 'lFv'l y s u s y u x x s s 6'z'vz'vD 'ltS vwϰg x u x us y b AT y YVU ) W x z% Ax = b A Q U n SP gp x x u u y x y x z%v''Dʿ zs 'z1vs x 'v'$ p lƿ'''wzGvs 'lu u y s x y x x ' AT y = 0 AT (Ax)T y I A i m E i i f -1 g ~ c c nV a m r X i v'V p t'vV s y u y x u y ' v'v y u y u x u s k y # x " g ' vvv''l8vVvilu v %l1$wi p x u g z%F%t l'zv''z$vs u y s x y x u u y us %Hwzx 'vtn' y u x y y y x u s u vlzix l%)p vs x x u u s u x x y x x u s %s'vvz'l~vvvlw!y 6 'e'lH '$g p x s u x u u vl1'$ x s u u 'vt'lV a1 , a2 e A p1 , p2 , p3 , p4 R4 A D C + Dt e = b-p t = 0, 1, 3, 4 q1 , q2 x 'u vs x u 'x lu swylux lu1s%p u x s u x u u vl'lܪ x s u s y u u 've~vvlw8zx 'e'e~ vȶ' ~ x u u u u x g b = 1, 1, 1, 2 C + Dt C u s x x u ~v''lf A t = 0, 1, 3, 4 u x u s 8zx 'f') A =b C, D x u x zl8wev vvw'' c c nV b } r X i v'V g x lDtS ɳv$ p syu u xvwzx ' v'Qvv lqv% p s y x u x s y x u x y 5 y 4 y 2 x s y x v!'es 3'u elu P 6n' p -1 1 a11 = - 2 y xwyu%u P x l$u 1r u 0 g yu x u u xyy wl~x ll's 'vzwv p y v y u x u s g lz6'D )Ȩ y x u x x s y x u z''t1'vwzx g p x ) g lu 'vv -1 yx sx 'lu zvs u s y x u x x u u u u u u x $~%vwzl'1'%xn'$%'D' 1 1 1 1 -1 . A= 2 1 1 -1 1 1 1 1 -1 s y u x u s s u ( s l6'$u v Fvwzx $v'$ 4, 3, 2, 1 A2 2, 1, 4, 3 4! = 24 1 + 16 C11 det A = 1 -1 1 1 1 det A y f A & c nV' c r X i v'V ...
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This note was uploaded on 08/10/2008 for the course MATH 250 taught by Professor Chanillo during the Spring '08 term at Rutgers.

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