1.) deal with the following system that equations.3x - 2y = 66x - 4y = 14 (0, 0) (6, 14) Infinitely many Solutions No Solutions2.) What is the worth of the y change in the solution to the complying with system of equations?5x + 4y = 14x + 3y = -1-7 7 9 -93.) Which point lies in the solution collection for the adhering to system of inequalities?y 9 years ago

You are watching: Solve the following system of equations: 3x − 2y = 6 6x − 4y = 14

OpenStudy (tennistar):

hold on , will gain the answer

9 years agoOpenStudy (tennistar):

-x=24 x=-24-72-6y=12-6y=84y=-143x-2y=66x-4y=122(3x-2y=6)6x-4y=126x-4y=12infinitely countless solutions

9 years agoOpenStudy (tennistar):

Q1

9 years agoOpenStudy (anonymous):

1. 3x_2y=6 6x-4y=14multiply an initial equation through -2 0x+0y=2 then no solutions

9 year agoOpenStudy (anonymous):

Uh, 2 answer for inquiry 1... Really confusing, however okay.

9 year agoOpenStudy (aroub):

The third answer for concern 1!

9 years agoOpenStudy (aroub):

-2(3x-2y=6)6x-4y=14=> -6x+4y=-12 6x-4y=14 ----------- 0=2 So yeah strenesmee is appropriate :)

9 year agoOpenStudy (anonymous):

Alright then...

9 year agoOpenStudy (aroub):

2.) 5x + 4y = 1 4x + 3y = -1 -3(5x+4y=1)4(4x+3y=-1)=> -15x-12y=-3 16x+12y=-4 -------------- x=-7substitute x in any of the equations to find y:4(-7)+3y=-1-28+3y=-13y=27y=9

9 years agoOpenStudy (anonymous):

Would you happen to know anything around the last question on here? ----^

9 years agoOpenStudy (anonymous):

If girlfriend can;t obtain it, it"s fine. I"m thankful for all the aid you"ve currently given me :)

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