What is the equation of the directrix of the parabola with equation x=4y^2+16y+19
first find the vertex by using completing the square
ill just guess on this one thanks anyway
haha ok, don't you want to learn how to do these problems here i'll show you the steps: i'll use the shortcut way of getting vertex --> y = -b/2a = -16/8 = -2 plug that in to get x_coordinate x = 4(-2)^2 +16(-2) +19 = 3 vertex: (3,-2) directrix: x = h-p where p = 1/(4a) = 1/16 h = 3 --> x = 3- 1/16 --> x = 48/16 - 1/16 --> x = 47/16
I just put x=-2 1/16
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for the answer. It is multiply choice so that is what i chose
yeah you guessed...but i showed you the solution, can you follow my steps?
i cant learn over typing. I have to hear someone walk me through it. I have memory loss too so i wont be able to remember it anyway
oh ok so you probably should go somewhere else for help then anyway answer is x=47/16 or x=2 15/16
i know i should but thank you for helping
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