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Given that one zero is -4, find all zeros of P(x)=x^3+x^2-22x-40
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factor out the \(x+4\) from your polynomial, then you will have a quadratic, which will probably factor
Wait where are you getting the x+4?
in other words, \[xx^3+x^2-22x-40=(x+4)(\text{ some quadratic})\] you can find the quadratic by a) long division (ick) b) synthetic division (very easy) or c) thinking
if \(-4\) is a zero, then one factor must be \(x+4\)
\[x+4=0\\ x=-4\] so \(x+4\) is a factor for sure
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Oh okay
do you know synthetic division?
we can also do it by thinking if you like
or we can cheat your choice
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