It's not homework (I'm not in school at the moment.)
My dad took some placement tests earlier today, and he called me afterwards to ask me if I knew how to figure some of the problems he didn't remember how to do.
The one problem he said he had to solve and I couldn't recall how to figure was this, and now it's bugging me:
Simplify ((x^2)+5x+6))/(x+1)
For the sake of peace of mind, can someone remind me how this is done? I know I knew how to do it at some point ... it looks familiar, and I feel like in the past, it would've been fairly easy, but now I can't recall at all (it's been two years since I've taken any sort of math class, since I graduated high school.)
As an aside, my dad's already taken the test and it's done, so it's not to help him with his homework, either.
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By simplify, it simply means to break up the equation if possible, so it is more simple to find an answer.
Meaning, you want to break it up so that x^2 + Ax + B = (x + C)(x + D) where if you multiplied the right side of the equation, you would get the left.
The answer:
So the simplified answer would be = (x + 2)(x + 3)/(x + 1)
Thanks!
"Go up, thou bald head." -2 Kings 2:23
I was thinking the same thing. Dad probably didn't remember it exactly? Because the way delro suggest would simplify to like (x + 2) or such.
Factoring the top terms is not simplifying anything. o_O
Yeah, if the bottom was x+2 or x+3, then it could divide/cancel out. AFAIK, you can't do anything more with (x+2)(x+3)/(x+1), though. Or maybe you can, and it's not really any simpler.
Because that can be simplified into (x-6).
just looks neater since i can't write x2 with a little superscript 2 >>