I need some help factoring out! Please help meh:) Thanx in advance!!:D
\[5x ^{3}-x ^{2}+20x-4\]
have you covered polynomial long division yet?
I'm not used to these types of problems. I have different kinds of problems I used to do and Nope. I haven't.
hmmm
...ahemm let's try to shuffle them maybe.. we don't need to divide
Ok.
These are the problems I've done before: \[20x^3-15x^2+8x-6\] I haven't done it without the # in front of the variable.
\(\bf 5x^3-x^2+20x-4\implies 5x^3+20x-x^2-4 \\ \quad \\ (5x^3+20x)-(x^2+4)\implies 5x(x^2+4)-(x^2+4)\) see any common factors?
Umm..(x^2+4)?
yeap thus \(\bf 5x^3-x^2+20x-4\implies 5x^3+20x-x^2-4 \\ \quad \\ (5x^3+20x)-(x^2+4)\implies 5x{\color{brown}{ (x^2+4)}}-{\color{brown}{ (x^2+4)}} \\ \quad \\ {\color{brown}{ (x^2+4)}}(5x-1)\)
Hahha!!:D Ok. I was going to ask you if I could solve it and you check my answer. But you already have it solved out. But anyways..Thanx sooo much though. That's the part I was stuck at:D I have two more if you don't mind helping me.
sure, just post anew... so if I dunno, someone else may and we can revise each other
Ok.
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