Factor polynomial $$ s^{5}+9s^{4}+30s^{3}-40s^{2}+80s+80 $$
Answer
It seems that $ s^{5}+9s^{4}+30s^{3}-40s^{2}+80s+80 $ cannot be factored out.
Explanation
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Polynomial Factoring Calculator
It seems that $ s^{5}+9s^{4}+30s^{3}-40s^{2}+80s+80 $ cannot be factored out.