Question

A system of equations is shown below:

6x = -7y + 11
5x + 2y = 13

What is the solution to this system of equations?
(-3, 1) (-1, 3) (1, -3) (3, -1)

Answer 1

Some help would be amazing

Answer 2

im looking at it hold on

Answer 3

thank you

Answer 4

Arrange the first equation like x+y=(number)

Answer 5

6x = -7y + 11
6x+7y=11 <-

Answer 6

Then you have to find x and y.

Answer 7

its (3,-1)

Answer 8

@epicjackal117 Please don't give direct answers. We are here to help.

Answer 9

well this is the easiest way, start plugging stuff in

Answer 10

cuz look 6*3=18 and 7*-1=-7 so it leaves you with 11

Answer 11

and when uri showed you about moving the equation to the other side, that 11 turns negative

Answer 12

(3,-1) is the correct solution of the above equations

i.e x =3 and y -1

Answer 13

wait never mind sorry

Answer 14

and 18-7=11 so its (3,-1)

Answer 15

uri was correct

Answer 16

sorry guys my computer went crazy

Answer 17

once both equations are properly set up you should be able to subtract like terms

Answer 18

and end up with one equation

Answer 19

once you end up with the said equation, you plug in the coordinate points and it both sides of the equation should be equal.

Answer 20

thank you so so much!!

Answer 21

no problem, happy to help!

Answer 22

np