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What is the equation of the parabola with a focus at (-3, 0) and a directrix x = 3.
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i got y=1/12 x^2
am i right???
since the diretrix is at x=3 it means parabola is horizontal and opening to the left.
your answer is vertical parabola opening up
@myko thanks! what would it be so i can check it.
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for horizontal parabola just exchenge x and y and use this: equation for the parabola with the focus (0, p) and directex y = -p is y = 1/4p x2 which is equation of parabola with vertex at (0,0) so later use translation to move it to (-3,0)
y=1/12 x^2 @myko
\[x=ay ^{2}\] x=3=-1/(4a) 12a=-1 a=-1/12 so: \[x=-1/12y ^{2}\]
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