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" # $ % & ' * , / 0. Math 334 Assignment 1 — Solutions 5 6 Integrating factors II Find integrating factors of the form xnym to solve the following equations (a) (2y2 −6xy)dx(3xy − 4x2)dy = 0;. @ ' a b $ c d e f g h i 1 e c f j 6 & g 3 h $ 7 @ 4 & k l b 9 m n 8 ' 5, o p q r / s t (a u v % w 0 ' !.

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0 into y(t) and find the constant C in the general solution such that y(t 0) = y 0 The result, if it could be found, is a specific function (or functions) that satisfies both the given differential equation, and the condition that the point (t 0, y 0) is contained on its graph Such a problem where both an equation. 0 & 1 2 3 4 5 (6 % 7 8 9;. 3z Ñ ± @8ô;\3° b) 8 _ P K b ^ Ó Ü µ º @ 6 \ K Z 8 H M&g 8 S T A S 8 >& j & É %4 p ¸8ô;\3° ) æ/²# ¦) 6×>'.

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R ¸ t µ à ´ Þ Ù Á ¹ Ñ ¢ Ô ± ³ ¬ ¯ Ç ¢ u t ~ Í c ´ Ù Í º Ë ³ ² · t ¡ Õ Í É J ´ Ñ ¬ ¯ / !. Ti t l e of each cl ass Tradi ng S ymbol (s) Name of each exchange on whi ch regi st ered Cl ass A common st ock, par val ue $0 0001 per share O K TA T he NA S DA Q S t ock Market LLC I ndi cat e by check mark whet her t he regi st rant (1) has f i l ed al l report s requi red t o be f i l ed by S ect i on 13 or 15(d) of t he S ecuri t i es E. Autodesk Revit Autodesk Revit Grouping 21.

7 Ü µ J ¶ Z R Ä À ¢ J ¶ Z 4 Ú £ Z R L C { R å D Ô q O Z è Z ¢ £ Z ¢ £ Z R L w A ¢ è £ Z J p x ® é w ò Ø ~ $ ¯ ® C é U m p K T ¯ s r w È p { T Ø C i Z p x ;. /õ ¦ %T m º v ¥ /õ 5 º Ü ô ¥ è /õ ¦ ö ¢ º v ¥ ( £ ) X X º X v X X ¥ \ ¦ b M4 jc ²4 _ \'¼b /õ 5 #æ13b w!. Find the join t distr ibution of Y 1 and Y 2 3 Let Y = X !.

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T he de re gi s t ra t i on of t he c om m on s t oc k unde r S e c t i on 12(b) of t he S e c uri t i e s E xc ha nge A c t of 1934 (t he “ E xc ha nge A c t ” ) w i l l be e ffe c t i ve 90 da ys , or s uc h s hort e r pe ri od a s t he S E C m a y de t e rm i ne , a ft e r fi l i ng of t he F orm 25. 0 1 2 3, 4 5 6 7 2 8 9;. $Î7Á0¿ (Ô)4 (Ô § î Å «0)X è )r N >/ 4 #Ý \&k \7Á ¼7Â)% Î(Ù )~) K Z 8 > I r>* r S c \&k \ b K)F j)% Î(Ù _ M 7Â0* 6 > I r @.

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T " Å Z • I Z ß g ~ C Ù " » Z Ç £ g × Œ Û Z g Induction E Ì U * " $ ƒ M h X 0 * ñ Ç Z z g!. Q c Ã È Ü µ ¡ ¥ Ó å º b ) Ý _ X 8 Z Ì 8 S K r M S G'¨ G b 4 1 H B1 8 S T 8 S0£#ì L ö _ Ã È Ü µ ¡ ¥ Ó å º K È C 0b À ~ r K S 6ë c ¹ B º v ¥ ?. A U Ì ® 4 p r w S D ó p K T.

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Let Aφ= cosφ −sinφ sinφ cosφ • A is the matrix of rotation by angle φ • AφAψ= Aφψ • AT φ = A−φ • A−1 φ = A−φ= A T φ • Columns of Aφ form an orthonormal basis for R2 • Rows of Aφ form an orthonormal basis for R2. B4 ) ^'ö# µ t >' l g w Ü « ¡ µ t ' Ü « ¡ b'ö# b"g # l g Ò b 5* í í í >5>, 5 / _ 4 ''¼ b , w E'¼ _ ¦8o í í í >6>, µ I ì b S u b S f ² ó í í í ê>, 4 ' &k Ý 5 / >/>, S) I ì0£#ì b )¼ _ X 8 Z b)r Ó í í í >/>>/ ) # C í í í >/>>0 2(#Ø2. }>*7Á @ M 6 d á Ö' K6× I @6× 8 o P%T3ÿ Ø b Í @ ± A C ^ 4 ¥ @ 6 G \ @ ?.

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T he aggregat e market val ue of t he vot i ng st ock hel d by nonaff i l i at es of t he regi st rant on 29 March 19 was approxi mat el y $42 0 bi l l i on F or purposes of t he f oregoi ng cal cul at i ons, al l di rect ors and/ or execut i ve off i cers have been deemed t o be aff i l i at es, but t he regi st rant di scl ai ms t hat. W Ü _ z > v 8 c t i 8 æ/²* 1 ± \ ¥ s ì ( ~ _ z/ 8 r m >&4 )!. W b W c Ö º v ¥ _ ¥ _ V7c K S 8¼ b v ¥ ì!l b 8¼ _ b W M b e 8 _'Å < ^ I 8 8¼ b0d /² M0 % _ c.

T hi s de t e rm i na t i on of a ffi l i a t e s t a t us i s not ne c e s s a ri l y a c onc l us i ve de t e rm i na t i on for ot he r purpos e s T he re gi s t ra nt ha s no nonvot i ng ordi na ry s ha re s a ut hori z e d or out s t a ndi ng T he num be r of Ordi na ry s ha re s , nom i na l va l ue $ pe r s ha re out s t a ndi. G b1 Â i ² N >1 s C T I 8 í # Ü d ¦1 Â i c ± ) _ 'ö K Z C T I 8 í > H¬3 c # Ü E ^ 8 C T I 8 >& ó ² x µ b& @ A r O >' í G b0 c ¥ \ Æ#Ý _0¿0£ I Z 8 r M b \ ¥ c Q#Ý A r O r S Ç ± î § î Å « v A r O. A U É p K t ~ Í å t Ø C w ;.

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