How do I find the General form Ax+By=C of an equation using a given slope and a given point?
given slope = 4/7
containing (0,5)
I google this and all I get is how to go from standard to general or how to find the general using 2 points, not a slope AND a point.
I think I get it, but I'm not 100% sure on how to explain this Dx
And this is only the easy stuff :/
3 Answers to "How do I find the General form Ax+By=C of an equation using a given slope and a given point?"
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You know the ratio of x to y so if you know one you can find the other, right? Go from there.
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Y = 4/7x + 5 should be the slope form (I think), as 5 is the Y-intercept in that point. For converting slope-form and standard-form I use this a lot. http://www.algebra.com/algebra/homework/Linear-equations/converting-linear-equations.solver
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xD Don't! I'm reeeeally bad at math. I just happen to be doing the same stuff, and that's one of the few things I can recall.Like (1)
Best Answer (Chosen by Voting):
Posted by Gemzaayy Feb 9th, 2013 at 4:57PM
Buggered if I know
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