Can someone please check my answer? It is an easy question. I will medal the person with the best answer. Thanks! You want to get rid of the y by elimination in the system below. x – 2y = -1 2x – 3y = 4 If you multiply the top equation by 6, by which number will you multiply the bottom equation? 4 or -3 -4 3 or -3 -4 or 3 I think it is -4.
@Hero
What what you get if you multiplied the top equation by 6?
Me personally, I wouldn't multiply the top equation by 6 to eliminate this, but hey, that's what the problem calls for.
6x - 12y = -6
I have already done the problem and I know how to do it. I was just checking to make sure I did it right.
Yes, you are correct. You multiply the second equation by -4 to eliminate y
Okay thanks! Would you mind checking one more problem?
As long as it's quick.
okay. here:What does x equal in the solution of the system of equations below? X + 2y + z = 4 4y – 3z = 1 2y + 10z = 12 7 3 5 1
Divide both sides of the third equation by 2. What do you get?
1/2y + 5z = 6
sorry
y = -5z +6
Substitute the expression for y into the second equation of your system
So I found out that z = 1
and y =
1 too
Whatever you found, show the work you did to find it.
4(-5z+6)-3z=1
Show the steps as well
-20z+24-3z=1
I am showing you the steps now
Just type all the steps all at once.
4(-5z+6)=-3z=1 -20z+24-3z=1 -23z+24=1 z=1
y=-5(1)+6
y=1
Okay, that looks good. If you found y and z, then you should be able to find the value of x easily.
x+2(1)+1=4 x+3=4 x=1
I that correct?
Looks right
Thanks for you help!
looks good to me
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