Asked by Anonymous
find all zeros of the function
6x^3+43x^2+6x+7
6x^3+43x^2+6x+7
Answers
Answered by
Steve
clearly you are intended to use the Rational Zeroes Theorem, and start guessing. A little synthetic division reveals that there are no rational roots at all.
So, the only possible roots will involve cube roots, and be very hard to find.
I suggest graphing it and approximating the value(s)
Since all the coefficients are positive, Descartes' Rule of Signs says that there are no positive real roots.
So, look for a negative root. Wolframalpha.com says it's at about -7.05
So, the only possible roots will involve cube roots, and be very hard to find.
I suggest graphing it and approximating the value(s)
Since all the coefficients are positive, Descartes' Rule of Signs says that there are no positive real roots.
So, look for a negative root. Wolframalpha.com says it's at about -7.05
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