x = y2 y = -x2 x = -y2 y = x2
I'm just wondering if any of these are parabolas with vertexes (0, 0) and a directrix x=1. When I try them, I see that they are all with a vertex of (0, 0), but the directrixs don't match. Any ideas, or am I doing something incorrectly?
Go over to http://www.wolframalpha.com/ and enter this phrase: "Focus x = y2" and click. A properties chart of the parabola will come up (scroll down to see it) and you can find test to see if this is the parabola that meets your criteria. If not, go to the second option and run it through the same process.
To help you get started, here is a link to the first option test: http://www.wolframalpha.com/input/?i=focus++x+%3D+y2
@dumbsearch2
I did that, none of them seemed to match. @Directrix
Check to see if you posted the question correctly. Check against the problem source to be sure.
Did you make up the parabola equations yourself? That is, is the actual question to find the equation of a parabola with directrex x = 1 and vertex (0,0)
I think this is it. You have to consider the value of 4p. Click and see what you think. @dumbsearch2 http://www.wolframalpha.com/input/?i=focus+x+%3D+-%281%2F4%29+y%5E2
@Directrix Find the equation for the parabola with vertex (0, 0) and directrix x = 1. A. x = y2 B. y = -x2 C. x = -y2 D. y = x2
@dumbsearch2 Look above your head at the Wolf link.
I don't understand what you did, would you mind explaining it to me? @Directrix
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