394,000 views
4 votes
4 votes
Help help help help

Help help help help-example-1
User Roheen
by
2.7k points

2 Answers

11 votes
11 votes

Answer:

INFINITE SOLUTIONS

Explanation:

So let's solve this system using elimination

we can convert the second equation to

-6x-2y = -12

6x+2y = 12

if we add these to equations we get 0 = 0

therefore, there are infinite solutions to this system

User Neallred
by
3.2k points
19 votes
19 votes

Answer:

c; infinite solutions

Explanation:

to solve this system of equations you can use elimination

you can divide all of the top by 2

you get

3x + y = 6

and then

-3x - y = -6

but then when you subtract them you get 0 = 0

this means it is infinite solutions

another way to tell that it is infinite solutions is by seeing if the equations are the same

-3x - y = -6 is just 3x + y = 6 but everything is multiplied by -1

User Jonathon Hibbard
by
2.9k points