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plug in (-x) for x (watch your signs carefully) then count the # of sign changes (+ to - or - to +)
D?
replacing x with (-x) gives us 3(-x)^4 - 5(-x)^3 - 5(-x)^2 +5(-x) +2 ^ simplify by canceling out negative signs when possible then let me know what you get
\[3x^4+5x^3-5x^2-5x+2\]
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good, and how many sign changes do you count?
2
A?
good so the final answer ends up being 2 or 0 (after accounting for the possibility of complex roots) a is correct
cool
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