Simplify each expression. 16. 3x + 6 over x^2 - 9 divided by 6x^2 + 12x over 4x + 12
I just am having difficulty
|dw:1363181302694:dw|
sorry i needed to see it written that way, but does that help you at all?
\[ \frac{ 3x + 6 }{ x^2 - 9 } / \frac{ 6x^2 + 12x }{ 4x + 12 } \]
so, what i would first is the keep it, change it, flip it thing.
I factored it first
and then do the keep it, change it, and flip it
that would work too! so then where are you stuck?
I have this so far \[\frac{ 3(x + 2) }{ (x - 3) (x + 3) } * \frac{ 4(x + 3) }{ 6x(x + 2) }\]
@Hope_nicole
well you can cross reduce and get rid of the (x+2) and the (x+3)
so can I just cross reduce it or should I multiply it across and then simplify
well, if you cross reduce first it will make multiplying it easier because it would then look like..
|dw:1363182239647:dw|
is it 12 over 6x(x - 3) is the answer
my math teacher gave me a short cut that if you would multiple (in this case) 3*6x+4*(x-3)/(x-3)6x it would figure out right.
So what's the answer?
i would say that it is|dw:1363182670484:dw|
Join our real-time social learning platform and learn together with your friends!