1. what is an equation of the parabola with vertex at the origin and focus (-6 0)?
you know what this looks like?
i ask because you need that to start
hmmm. a graph??
yeah, the graph
|dw:1402540646530:dw|
looks like that so you know a) it opens to the left b) the \(y\) term is squared
since the vertex is \((0,0)\) it is going to look like \[y^2=-4px\] where \(p\) is the distance between the vertex and the origin that distance is pretty clearly \(6\)
let me know when you get \[y^2=-24x\]
we can check it if you like
yup looks good to me http://www.wolframalpha.com/input/?i=parabola+y^2%3D-24x
so it would be \[y= \frac{ 1 }{ 24} x^{2}\]
no
guess i was not clear the \(y\) term is squared, not the \(x\) term
also there is a minus sign
WAIT SO ITS -24 Y^2
lol no
\[y^2=-24x\] really trust me
deng it. ugh i meant -1/24 y^2 i have answer choices
yeah, multiple choice the death of clear thinking and mathematics no matter, if you see \[-\frac{1}{24}y^2=x\] go with that one
would the 1 be negative.
i don't know dear a minus sign is a minus sign it does not live in the top or the bottom of a fraction right?
because none of my answer choices have that. it's either positive 1 over 24 or negative 1 over 24
if you want to post your answer choices i will pick one out for you
go with \(\frac{-1}{24}\)
yeah that one seems right ^ thank you for being patient :D
which is i hope pretty clearly identical to \(-\frac{1}{24}\)
yw
you made me blush, i have to be patient
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