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x+3y=-14
-2x-6y=24
A)-2,-3
B)-2,-4
C)no solution
D)many soltuions

2007-03-08 15:30:28 · 8 answers · asked by yep yep yep 3 in Education & Reference Homework Help

8 answers

b is the answer. -2+3(-4)=-14.-2+-12=-14.

2007-03-08 15:36:19 · answer #1 · answered by Anonymous · 0 0

Both equation will give a straight line with the same slope, so there is no solution since y intercepts are different.

If you multiply top equation by 2, you will have 2x + 6y = -28. When you and two equations together, you end up with 0 = -4, since that is a false statement, we can conclude that there is no solution by working it out.

2007-03-08 23:40:08 · answer #2 · answered by hananimsarang 3 · 0 0

No solution. If you multiply the first equation by 2 on both sides you obtain 2x+6y=-28

Since the second equation is equivalent to 2x+6y=-24, this poses a contradiction. Therefore, no solution.

2007-03-08 23:37:06 · answer #3 · answered by Anonymous · 0 0

-2 + 3(-3) = -14
-2 + (-9) = -11 NOT -14 (A is incorrect)

-2 + 3(-4) = -14
-2 + (-12) = -14
-14 = -14

-2(-2) - 6(-4) = 24
4 - (-24) = 28 NOT 24 (B is incorrect)
no solution.

2007-03-08 23:36:07 · answer #4 · answered by Jason W 3 · 0 0

well look is easy, what you do is plug in the answers into x and y and see if any work, if none work, or if both work.
So for example -2+3(-3) = -14 is using -2, -3 vs. x and y
If only A works then is A
If only B works then is B
If neither works then is C
If both A and B works then is D

2007-03-08 23:37:30 · answer #5 · answered by netthiefx 5 · 0 0

b is the answer.

To solve it, simply substitute the values into the equation. the left hand side must equal to the right hand side

2007-03-08 23:36:58 · answer #6 · answered by Puffersheep 2 · 0 0

no solution make the X's equal but opposite when ypou do it makes equations equal but opposites which means no solution

2007-03-09 00:10:49 · answer #7 · answered by Brittny 2 · 0 0

u seem to just post ur questions in here instead of actually trying to do ur hw..

2007-03-08 23:35:18 · answer #8 · answered by hilary_aaron 2 · 0 0

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