4_HW - 1 3 − ) y 2 + x2 ( = 3 y)y + x( )b( ) y x( = y +...

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Unformatted text preview: 1 3 − ) y 2 + x2 ( = 3 y)y + x( )b( ) y x( = y + yx )a( .snoitauqe laitnereffid gniwollof eht ot noitulos a sedivorp taht noitutitsbus a dniF .6 0 = 2 y + 2x + 1 = )1( y , 2x yx + 2 y yx yyx3 )c( = √= y− y )b( yx )a( .x/y = u noitutitsbus eht gnisu snoitauqe laitnereffid redro tsrfi gniwollof eht evloS .5 0= 0= 0= y 2x − yx )d( y)yx3 + x2( + 2y2 )c( y y + x + 2 y + 2x )b( 0= y) x − y ( + y ) a ( .noitulos lareneg eht niatbo dna snoitauqe laitnereffid gniwollof eht fo hcae rof rotcaf gnitargetni na dniF .3 1 = )1( y 1= 2 π y , , 0= y y x 2 + 2 y + 2x ) b ( y)x(nis − ))x(soc y − x( )a( 0= .smelborp eulav laitini gniwollof eht evloS .2 0 = yd )yx(soc x + xd )yx(soc y )d( 0 = yd)x + y2(x + xd)x2 + y(y )c( 0 = y d 1 + 3 x + x d y 2 x3 ) b ( 0 = yd 1 + 2x + xd yx2 )a( .noitulos lareneg eht dnfi neht dna tcaxe si snoitauqe laitnereffid gniwollof eht fo hcae taht yfireV .1 4 teS krowemoH 3322 htaM ...
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This homework help was uploaded on 04/22/2008 for the course MATH 2233 taught by Professor Binegar during the Spring '08 term at Oklahoma State.

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