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How should I factor cubics in general? I have to factor \(u^3+u^2-3u-3\).
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factor by grouping ? factor the GCF from first two terms factor the GCF from last two terms
Could you please elaborate? The GCF for the last two terms is 3 or -3 and the first two terms is 1. How should I proceed?
GCF of coefficients of first two terms is \(1\) GCF of variables of first two terms is \(u^2\) overall, GCF of first terms is \(1u^2 = u^2\)
\[\large u^3+u^2-3u-3\] \[\large (u^3+u^2) + (-3u-3)\] \[\large u^2(u+1) -3 (u+1)\]
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