SOLUTION: factoring N(t) = -3t^3 + 23t^2 + 8t and V(s) = s^3 -13s^2 + 54s - 72

SOLUTION: factoring N(t) = -3t^3 + 23t^2 + 8t and V(s) = s^3 -13s^2 + 54s - 72

Algebra.Com

Question 231087: factoring
N(t) = -3t^3 + 23t^2 + 8t

and

V(s) = s^3 -13s^2 + 54s - 72
Answer by Alan3354(69443) (Show Source): You can put this solution on YOUR website!
factoring
N(t) = -3t^3 + 23t^2 + 8t
= -t(3t^2 - 23t + 8)
-------------
and
V(s) = s^3 -13s^2 + 54s - 72
= (s-3)(s-4)(s-6)
Solved by graphical and min-max inspection.
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