Solution - Polynomial root calculator

x = 0.333333

x=0.333333

Step-by-step explanation

$9 x - 3 = 0$

$a_{n} = 9$

$a_{0} = - 3$

Rewrite in standard form P(x)=0, then identify the leading and constant coefficients.

No rational candidate set is available; switch to a numeric solve for the remaining polynomial.

After deflation, solve the remaining factor using linear isolation.

$x = 0.333333$

All roots with multiplicity: x={0.333333}.

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