Question

I need help

Answer 1

I think its c but I'm not sure

Answer 2

@abdul_shabeer

Answer 3

Plug in x + 3 for 'y' in the first equation

Answer 4

\(\sf -x - (x + 3) = 1\)

Solve for 'x'..can you do that?

Answer 5

-1, 2?

Answer 6

No, don't guess.. do you know what -x - x is?

Answer 7

It's the same as -1 - 1, but you put an 'x' next to it..so what's -1 - 1?

Answer 8

im not sure

Answer 9

You don't know what -1 - 1 is?

Answer 10

-2

Answer 11

Yes..so -x - x = -2x

Answer 12

So we have:

\(\sf -2x - 3 = 1\)

Add 3 to both sides

Answer 13

1 - 3 +4 ?

Answer 14

???

Answer 15

added 3 to both sides

Answer 16

\(\sf -2x - 3 + 3 = 1 + 3\)

\(\sf -2x \cancel{- 3 + 3} = 1 + 3\)

Answer 17

Which gives us:

\(\sf -2x = 1 + 3\)

Answer 18

okay

Answer 19

1 + 3 = ?

Answer 20

4

Answer 21

Yes, so we have:

\(\sf -2x = 4\)

Divide -2 to both sides.

Answer 22

-0.5

Answer 23

1 = -0.5

Answer 24

No..

\(\sf \dfrac{-2x}{-2} = \dfrac{4}{-2}\)

\(\sf \dfrac{\cancel{-2}x}{\cancel{-2}} = \dfrac{4}{-2}\)

\(\sf x = \dfrac{4}{-2}\)

Divide

Answer 25

i got -2

Answer 26

x = -2

Answer 27

Yeah, that's our x-value..now which option has an x-value of -2?

Answer 28

B and d

Answer 29

No..

Answer 30

Only one of them do..

Answer 31

oh, my mistake. its b

Answer 32

Yep, that's our answer.