3x cubed plus 8x squared minus 8x plus 8. Find the zeroes using the rational root theorem.
\[3x^3+8x^2+8x+8=0\]?
Yes that's it.
1 does not work -1 does not work 2 does not work -2 does though
Oh wait it's minus 8x, not plus.
actually it is pretty clear that if there is a zero, it cannot be positive, because all the coefficients are positive
well that is a horse of a different colour
Okay but i have tried a bunch of others that are negative and they haven't worked.. I know but i really need to get it done for extra credit!
lets check and see if it has a rational zero, it certainly is possible that it does not
either there is a typo in the question, or you can forget finding a rational zero http://www.wolframalpha.com/input/?i=3x^3%2B8x^2-8x%2B8%3D0
I'll check the problem again, but as i was walking out of the class my teacher said our clue was to use the quadratic equation
Typo again. minus 8x squared and minus 8 x
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