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How do I find the directrix and focal length of a parabola? For example, y=1/12x^2
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any point on a parabola is equidistant to the focus and the directrix
But how do I find the directrix...?
there is probably a formula
Ok, thanks.
i believe the form is properly: 4py =x^2
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Oh, it is D:?
y = 4x^2 has a focal point at (0, 1/16) if we assume y=4px^2, that would make the focal point at (0,1) ...
Hm...that does seem to make sense. I put an example in my question. How would that work out?
y=1/12x^2 ; *12 12y = x^2 let 4p = 12 , p = 3 gives the distance we need from the vertex to find the focus and the directrix
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