Difference between revisions of "Positive root"

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Given a number <math>n</math>, the positive root (if there is a positive solution) of <math>\sqrt[x]^{n}</math> is the solution greater than zero. The positive root of a polynomial <math>f(x)</math> is a value greater than zero so that, when put in place of <math>x</math>, makes the expression zero
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Given a number <math>n</math>, the positive root (if there is a positive solution) of <math>\sqrt[x]{n}</math> is the solution greater than zero. The positive root of a polynomial <math>f(x)</math> is a value greater than zero so that, when put in place of <math>x</math>, makes the expression zero
 
[[tauros]]
 
[[tauros]]

Revision as of 20:55, 21 February 2018

Given a number $n$, the positive root (if there is a positive solution) of $\sqrt[x]{n}$ is the solution greater than zero. The positive root of a polynomial $f(x)$ is a value greater than zero so that, when put in place of $x$, makes the expression zero tauros