SOLUTION: The solution to a system of equations is (4, 6). One equation in the system is 2x+y=14. One term in the other equation is 3x. What could the equation be?

Question 1013745: The solution to a system of equations is (4, 6). One equation in the system is 2x+y=14. One term in the other equation is 3x. What could the equation be?
Answer by josgarithmetic(39617) (Show Source): You can put this solution on YOUR website!
The two equations have only one point in common and it is given, (4,6). The other equation starts as possible , and using the known point,

You can pick any real number you want for B and evaluate the corresponding C. You have infinite solutions for this. As example, if B=-1, then C=6, and one possible equation is 3x-y=6. There are infinitely many possible equations you can choose this way.
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