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factor if possible: -10n^2+n+24
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\[-(2n+3)(5n-8)\]
first factor out -1, the look at factors of 10 and -24, the combination that works is 5*3=15 and 8*2=16, now you have to determine where the negative must sit so \[-(2n \pm 3)(5n \pm 9)\] since the term in front of n on the original statement must be -1(after taking out -1), the negative must go in front of the 8 since 15-16 is -1 Therefore the answer can now be expressed a s \[-(2n+3)(5n-8)\]
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