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Systems of Linear Equations Code Breaker Puzzle Submit work along with final answer. CDE H I J x=2 x=2 x=1 x=3 x=4 x=2 y=-7 y=-9 __y=7 y=4 y=6 y=9 N S X y Z x=9 T U V W x = 4 x = -4 x=.5|r=-3 y=-6 y=-9 y=6 y=6 x = 1 y=3 x= 3 x=6 x=0 y = 1 y=5 y=11 y=4 y=0y=-2 Solve the systems of linear equations below, link them to the table above to complete the code in the four boxes at the bottom: y=8 2 3 4 4x + y = 37 9x + 5y = 50 12x + 5y = 65 2x - y = 17 B || A x=-2 x=9 y=4 =1 B O x = -1 1 3x + 2y = 9 x + 2y = 7 P x = -5 Q x = -4 y=9 x=1 y = 9 R x = -2 F G x = -1 y = 1 5x + y = 14 3x + y = 10 K x=5 y = 1 L x=1 _y=2 M x=6 y=3

Systems of Linear Equations Code Breaker Puzzle Submit work along with final answer. CDE H I J x=2 x=2 x=1 x=3 x=4 x=2 y=-7 y=-9 __y=7 y=4 y=6 y=9 N S X y Z x=9 T U V W x = 4 x = -4 x=.5|r=-3 y=-6 y=-9 y=6 y=6 x = 1 y=3 x= 3 x=6 x=0 y = 1 y=5 y=11 y=4 y=0y=-2 Solve the systems of linear equations below, link them to the table above to complete the code in the four boxes at the bottom: y=8 2 3 4 4x + y = 37 9x + 5y = 50 12x + 5y = 65 2x - y = 17 B || A x=-2 x=9 y=4 =1 B O x = -1 1 3x + 2y = 9 x + 2y = 7 P x = -5 Q x = -4 y=9 x=1 y = 9 R x = -2 F G x = -1 y = 1 5x + y = 14 3x + y = 10 K x=5 y = 1 L x=1 _y=2 M x=6 y=3

Calculus: Early Transcendentals
Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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5 A x = -2 y=4 9 Systems of Linear Equations Code Breaker Puzzle Submit work along with final answer. CDE I J x = 2 y=4 x=3 x=4 y=6 y=9 W V 1 3x + 2y = 9 x + 2y = 7 i B x=9 x=2 y = 1 y=7 N O P Q R T U X x=9 x = -1 x = -5 x = -4 x = -2 x=4 x = -4 x=-5|r=-3 x=0 y=4 y=0y=-2y=9 y=5 y=3y=-6y=-9 y=6y=6 y = 1 Solve the systems of linear equations below, link them to the table above to complete the code in the four 3 9x + 5y = 50 4 12x + 5y = 65 x + 2y = 22 2x + y = 20 2x + 3y = 1 5x + 4y = -1 159 x = 1 y=9 6 10 F x=-1 y = 1 S 2 5x + y = 14 3x + y = 10 x = 1 - x-y=-1 2x + y = 4 G H x=2 x = 1 y=-7 y=-9 3x-9-4y 11 2x - y = -16 - 7 2xy = 14 5x + y = 14 - K x=5 y = 1 Hoppaana 8 L x = 1 y=2 M x=6 y=3 y Z x = 3 x=6 y = 11 y=8 boxes at the bottom: 4x + y = 37 2x - y = 17 x + y = -7 x - y = -3 6x5y = -32 12 6x - 3y + 27 = 0 5x + 4y = 6 5x + 4y = 10
Transcribed Image Text:5 A x = -2 y=4 9 Systems of Linear Equations Code Breaker Puzzle Submit work along with final answer. CDE I J x = 2 y=4 x=3 x=4 y=6 y=9 W V 1 3x + 2y = 9 x + 2y = 7 i B x=9 x=2 y = 1 y=7 N O P Q R T U X x=9 x = -1 x = -5 x = -4 x = -2 x=4 x = -4 x=-5|r=-3 x=0 y=4 y=0y=-2y=9 y=5 y=3y=-6y=-9 y=6y=6 y = 1 Solve the systems of linear equations below, link them to the table above to complete the code in the four 3 9x + 5y = 50 4 12x + 5y = 65 x + 2y = 22 2x + y = 20 2x + 3y = 1 5x + 4y = -1 159 x = 1 y=9 6 10 F x=-1 y = 1 S 2 5x + y = 14 3x + y = 10 x = 1 - x-y=-1 2x + y = 4 G H x=2 x = 1 y=-7 y=-9 3x-9-4y 11 2x - y = -16 - 7 2xy = 14 5x + y = 14 - K x=5 y = 1 Hoppaana 8 L x = 1 y=2 M x=6 y=3 y Z x = 3 x=6 y = 11 y=8 boxes at the bottom: 4x + y = 37 2x - y = 17 x + y = -7 x - y = -3 6x5y = -32 12 6x - 3y + 27 = 0 5x + 4y = 6 5x + 4y = 10
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