Terrible at math, need help with college algebra.
...Which part of college algebra?
The Substitution Method Solutions to Systems of Linear Equations Applications of the Substitution Method
Okay, say you have two linear equations that need solving.\[a*x + b*y = c\] and \[d*x+e*y=f.\] Now, you solve one equation for x:\[x = (c-b*y)/d.\] Plug that value for x into your second equation, and solve for a value of y.
After you have that value of y, you plug it back into either equation, and you'll get the value of x. :)
its really simpler than it looks :)
(Assuming a-f are regular constants.)
So for x-2y=1 3x+12y+15 i am suppossed to find whether the lines are parallel or coinciding...
You mean, 3x+12y = 15?
It depends on what is being asked for in the problem.
oh...that is the problem..thought it was a question lol
yes and i have to write these in slope intercept form
If they coincide, or are the exact same line, then one equation will be the same as the other equation -- just multiplying every term by the same factor.
do you know how to solve each equation for "y"?
x - 2y = 1; how would you solve for "y"?
I amnot sure....
we have to go back to the basics of equations with this; we want to get that "y" all by itself on one side of the equation and everything else to the other side; does that sound familiar?
the basic rule of thumb is: whatever you do to one side, HAS to be done to the other inorder for it to stay equal.
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