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So how does your author define general form?

h=x, k=y... the problem I'm having with this one is splitting the 3 in 3x^2...?

Its just asking to rewrite it not graph it... heres what I have so far:

So you want h-k form?

-10 on both sides
Y-10=3x^2-24x
24/2=12 12^2=144
Y-10=3x^2-24x+144

Its in standard form, I want general form(:

Let's write it like this:
|dw:1362857059987:dw|

Now complete the square inside the parentheses

OH! gcf! of course!!:D

|dw:1362857161791:dw|

Thank you(: I forgot to look for a gcf

yw

how did you get 16^^

Oh wait... I know

16 is the number that completes the square for x^2+8x

1 sec..

and by simplify I mean find the binomial...(:

So let's multiply out your result:
\[y=3(x-4)^2+10=3(x^2-8x+16)+10=3x^2-24x+48+10=\]

\[3x^2-24x+58\]

Is that the problem you started with?

What am I doing wrong?

y-10=3x^2-24x
y-10=3x^2-24x+48
+48
y+38=3x^2-24x+48

y+38=3(x^2-8x+16)
y+38=3(x-4)^2
Right so far?

Ok I solved it out on paper(: thank you for helping me

yes

yw

24/2=12 12^2=144........

That is true. Not sure it is very useful.

y-10=3x^2-24x+144

k, never mind