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I'm having problems on this lesson. Can someone please help me understand it?
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Find the standard form of the equation of the parabola with a focus at (-4, 0) and a directrix at x = 4.
I found the vertex (0,0)
yes
but i need to form the whole equation
|dw:1406514170440:dw|
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you can see that it opens to the left so the y is squared not the x
how do i know it opens to the left.. there's no p
look at the picture of the focus and directrix
ohhh yes the directrix is always on the curve?
all points equidistant from those two you already found the vertex at \((0,0)\) so you must realize what the picture looks like right?
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no the directrix is a line, never on the curve
yes but it's the line beside the curve?
|dw:1406514387537:dw|
|dw:1406514430990:dw|
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