View Full Version : Transforming Vector Equation in ax + by = c
Peter G.
Sep3-11, 09:07 AM
There's no information whatsoever about that in my book and my teacher never taught me how to do it. Could anyone maybe give me some tips or point me out a good website? Thanks!
You haven't given us enough information to even know what your question is.
Peter G.
Sep3-11, 05:15 PM
I meant in a general sense, but I can write a question if it helps:
(These should be column vectors, but I don't know how to show them in here:)
(x y) = (2 0) + t(0.7 1)
I have to turn that into a c = ax + by form but I have no idea how to start...
I meant in a general sense, but I can write a question if it helps:
(These should be column vectors, but I don't know how to show them in here:)
(x y) = (2 0) + t(0.7 1)
I have to turn that into a c = ax + by form but I have no idea how to start...
Write what x equals, what y equals, and eliminate the t between the two equations.
Peter G.
Sep3-11, 08:12 PM
But if I substitute for x and y I only have one unknown, do I need two equations?
Write what x equals, what y equals, and eliminate the t between the two equations.
But if I substitute for x and y I only have one unknown, do I need two equations?
Each component of the vector equation gives you an equation involving t. Eliminate the t variable between those two equations.
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