Find interval
\[f(x)=-\frac{ x^2-x-12 }{ x+3 }\]
i did the factoring and cancel out (x+3)
Once again, we find ourselves with a rational function... which will be discontinuous only when the denominator is zero... bueno (LOL) When is the denominator equal to zero?
It does not matter if the denominator can be cancelled out.
What exactly is the question?
The P.D. is -3 Question: Find the intervals on which each function is continuos
my interval was (-infinity,-3),(-3,infinity)
Well done.
Although, in this case, it's what's called a removable point of discontinuity... you'll probably tackle that sometime soon... how old are you anyway? :D
i just turned 18 today the 24th of April lol. I'm only in Algebra 2 though, i slacked too much when i should have
Ohh... happy birthday :D LOL
shouldn't*
This looks more like a Calculus question to me :/
yea this small section is not in the book but our teacher wants to teach us that
I see. Well, you seem to have gotten the hang of it :)
Alright, thanks again lol, i'm probably going to put another question but they are all basically the same i think
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