What is the equation of the directrix for the conic section shown below? y^2=-36x x=4 x=9 y=-6 y=9 I think it is x=4.
I need help
you got yourself a parabola with vertex at the origin \((0,0)\)
do you know if it opens left, right, up or down?
Left. @satellite73
you need to know that first to find the directrix right, it opens to the left
this looks just like \[y^2=4px\] what is \(p\)?
p=1?
\[4p=-36\\ p=?\]
oh! -9
My bad, I am sorry.
yeah and the fact that you know it has vertex at \((0,0)\) and opens to the left tell you that the directrix is a vertical line 9 units to the right of the vertex
|dw:1449714017172:dw|
@satellite73 y=9 then, since you said vertical?
since i said it was vertical it is not y equals anything that would be horizontal
OH. Yeah... (duh) I am like half brain dead, I've been doing finals all day. SO, its x=9, then, right?
yup
@satellite73 thank you muches
welcome muchos
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