Posted by **dedee** on Saturday, August 1, 2009 at 11:33pm.

I am taking math 116 , I am to find the solution to the problem 9x-3y=-68 and -2x+y=18 and to give an ordered pair. Now, that you have it where you take 9x from both sides, or is it 3y? My question is when you just have y do you count that as one(y) , I try to work the problem and every time I do the substitution for both sides I come up with several different answers. I have worked on this most of the afternoon, and just can't figure out where I am going wrong. I add , sub. and divided on my own then I recheck it with a calulator. I still come up wrong. One answer says 272, 204, 9=one of the points, 4 =equals another, Please help me, I am so confused over just what the steps are and if I am chooing the right variable to multiply or do away with.

- math 116 -
**MathMate**, Saturday, August 1, 2009 at 11:46pm
In problems like this, you look for a variable which you can eliminate by adding the two equations multiplied by appropriate factors.

For the given problem, if you multiply the second equation and add the whole equation to the first, the "y" terms will cancel out leaving you with a single equation in x, which you can solve by transposition and finally division by the coefficient of x.

Once you have obtained the value of x, you will substitute this value to any of the two equations to result in an equation in y. Solve this equation for y and *substitute the values of x and y* back into the original equations as a check.

If you want to post your calculations and answers for checking or comments, you are welcome to do so.

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