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the equation for the directrix of this parabola is x=-1 x=1/4y^2
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x = (1/4)*y^2 4x = y^2 4*1*(x-0) = (y-0)^2 it's in the form 4p(x-h) = (y-k)^2 where (h,k) = (0,0) and p = 1
Use this to find the focus and directrix
idk yet, tell me what the focus is
keep in mind that this parabola opens to the right side
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@triciaal
|dw:1418708087507:dw|
what is the vertex?
0,0
|dw:1418708272721:dw|
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The focus will be to the right of the vertex 1 unit away |dw:1418708294582:dw|
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