Is my answer correct? I have doubts on this one :/
check out the second equation with your choice of answer
Plug in the three values into each equation. The solution is the set of three numbers that makes all three equations true.
I know that and I plugged in all, and B sounds like a better choice
your choice is incorrect
So both C and B are incorrect?
@cwrw238
...anyone there?
if my choice is incorrect, then what is the correct choice?
C is incorrect. No one said anything about the other choices being incorrect.
The correct choice is the one that works in all equations.
So, b is the answer
Let's try A.
Okay, once second, I'll redo the equation.
=-16 is what I got for the first one. :/
A: (-4, 0, 12) First eq.: x + 3y - z = 6 Let's see if choice A works on the first equation. -4 + 3(0) - 12 = 6 -16 = 6 Choice A does not work on the first equation. There is no need to test out choice A any further. Choice A is not the answer.
Good work. Since Choice A does not work in the first equation, Choice A cannot be the answer. Now move on to choice B.
Remember, for a choice to be the answer, it has to work on ALL three equations.
6=6
for the second one
Choice B: (-3, 5, 6) Eq 1: x + 3y - z = 6 -3 + 3(5) - 6 = 6 -3 + 15 - 6 = 6 6 = 6 Choice B works on the first eq. Let's move on to the second eq.
Wow. You're faster than I am.
Good. Now we try choice B with the second eq.
15=-10 is what I got
4x - 2y + 2z = -10 4(-3) - 2(5) + 2(6) = -10 -12 -10 + 12 = -10 -10 = -10 I get -1 on the left side. Can you try it again?
I meant -10 above. I get -10 on the left side.
WAIT IT'S -10=-10 I GOT IT
That means according to my calculations, choice B works on the second eq. too. There seems to be hope for choice B. Now we move on to eq. 3 and choice B.
B is the answer!
-12=-12
Can You be my tutor???
6x + z = -12 6(-3) + 6 = -12 -18 + 6 = -12 -12 = -12 Also true. Choice B is the answer since it works in all three equations.
LOL
This was a way of checking if a solution is correct. It may also be important to learn how to solve the system if you were not given choices.
I have one that I'm not sure about.
start a new post & i'll look for it
Okay c:
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