Directions: Solve each system of linear equations in two variables. Use your answer to navigate through the maze-Color the "arrow" which corresponds to the correct solution set. Start 2x + y =6 x+ y = 8 y =x+6 (7,1)} 2х - Зу - 10 y--2x + 2 2x - y = 4 x+ y-2 (1,2)} 12,1) x+y - 3 X- y = -3 Зх + у » 19 4x + y = 6 x- 2y - 15 (3,-6) 4x + 3y = 20 у 2х 4x + 2y = 8 y- 2x + 3 {(4,7)} 8(4,2)} The End 4x + y = 6 x- 3y = 9 x+ y = 6 x+ y= 12 8x + y = 2 9x + 2y = 7 -1,0) {(1,5)} (1,-1)) (0,0)} (4,2) (1,4) {(2,4)} (1,-5) (2,5) (1,7)} 17,4)}

Q: Solve the system of equations using the appropriate method 2х + Зу - 6 2х - Зу 3D 6

A: Solution:

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A: The objective is to solve the above question.

Q: solve the system using elimination 4x+3z=0,2x-2z+4z=2,-2x-2z=-2 please show work

A: Given problem:- solve the system using elimination 4x+3z=0, 2x-2z+4z=2, -2x-2z=-2

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A: the given system of equations can be solved using Elimination Method

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A: To sketch the graph

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A: Here we have to solve the equation and find out the value of x and y

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