Question

Please. Solve the following system of equations.
3x - 2y = 6
6x - 4y = 12

Choices:
(0, 0)
(6, 12)
Infinitely Many Solutions
No Solutions

Answer 1

have you solved it yet?

Answer 2

I think it's no solution

Answer 3

Haven't solved yet, no

Answer 4

I solved it and its no solution

Answer 5

Thank you

Answer 6

$$
(-6x+4x=-12)*\boldsymbol{(-2)}\\
6x-46=12


$$

Answer 7

shoot, so many typos :|

Answer 8

$$
(-3x+2x=-6)*\boldsymbol{(-2)}\\
6x-4=12


$$ which is what I meant, would give you an incosistent system

Answer 9

ok that makes sense

Answer 10

$$
(3x-2y=6)*\boldsymbol{(-2)}\\
6x-4y=12


$$, sorry for the typos :(

Answer 11

Same line. It is not an inconsistent system (parallel lines). It is a dependent system having infinitely many solutions. This becomes evident after multiplying both sides of equation 1 by "2". You end up with the same equation. That's all that needs to be done.

Answer 12

Good luck to you in all of your studies and thx for the recognition! @marylou004

Answer 13

-2(3x-2y=6)
=-6x+4y=-12. (I used the elimination)
6x-4y=12
It's no solution cause you Need to cancel