Question

y=–6x+2
–12x – 2y =–4

How many solutions does this linear system have?

a.one solution: (0, 0)
b.one solution: (1, –4)
c.no solution
d.infinite number of solutions

Answer 1

so you have to solve this one variable at a time
what you can do is plug in the value of y in the first equation into the second then solve

\(-12 x - [ 2\times (\color{red}{-6x+2})] = -4 \)

Answer 2

do you get it?

Answer 3

i cant figure it out

Answer 4

what can't you figure out?

Answer 5

how to solve it

Answer 6

I basically showed you half of the process already

Answer 7

i put it in a graph but didnt find any point intersecting i believe its no solution

Answer 8

okay, then there is NO solution
LAUGHING HYSTERICALLY INSIDE MY HEAD

Answer 9

y=–6x+2 <--equation 1
–12x – 2y=–4 <---equation 2
btw no solution is incorrect
Plug equation 1 into equation 2 since the value of y is given
-12x-2(-6x+2)=-4
solve for x

Answer 10

i solve the parantheis first?

Answer 11

correct

Answer 12

-18x-0=-4

Answer 13

No.
Start by distributing
\[\rm~−12x+(−2)(−6x)+(−2)(2)=−4 \]

Answer 14

Write the equation u have left

Answer 15

i did distribute thats how i got that

Answer 16

Show me.