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Can x^2 - 6x ———— 36 Be simplified any further?

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Can

x^2 - 6x
————
36

Be simplified any further?
>>
>>17535288
http://www.wolframalpha.com/?source=nav

Good luck in Algebra 2
>>
Been a while since I studied maths, but I don't think so.
>>
>>17535295
>tfw it's just precal review
I'm not the sharpest tool in the shed desu
>>
x^2 - 6x
(x)(x) - 6(x)

x(x - 6)
>>
>>17535288
Could say ((x^2)/36) - x/6
>>
>>17535308
You forgot something.
>>
That depends on the ring you're working in. I'm going to assume you're working in Zmod6[x], because then the polynomial is just x^2 and that's easy! I guess you could be working over Zmod36[x]; the roots in that case are 6 and 30.
>>
>>17535303
I'm not the greatest in math either but I'm pretty sure the top expression has to be considered one term so you can't factor out the common numbers between 6 and 36 to reduce

This is the reason computers exist RIP
>>
>>17535288
It can't be "simplified" only rewritten as (x^2 / 36) - (x / 6)
>>
>>17535288
go to khan academy, search related problem set, figure how to do it.
???
profit.
Thread posts: 11
Thread images: 1


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