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complete factoring expressions without gcf? how?
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Try x^4 - 1.
so (x ) (x )
in that form however i need to factor out the whole equation to the simplest form
x^2 ***
(x)(x) is x^2. Thats not factoring. x is not a factor of x^4 - 1.
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Oh, I am talking in forms of Trinomials, DoPs, GCF, etc. Complete Factoring is usually done with GCF and or DoPs and trinomial factoring
This identity may be useful here: \[\Large a^{2} - b^{2} = (a + b)(a - b)\]
In this case, I want to learn how to do this w/o GCF
That is fine thx range
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