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[0C7]A number \(πΌββ\) is said algebraic if there exists a polynomial \(p(x)=a_ 0+a_ 1x+\cdots + a_ n x^ n\) with rational coefficients such that \(p(πΌ)=0\). Otherwise \(πΌ\) is said transcendental.
[0C7]A number \(πΌββ\) is said algebraic if there exists a polynomial \(p(x)=a_ 0+a_ 1x+\cdots + a_ n x^ n\) with rational coefficients such that \(p(πΌ)=0\). Otherwise \(πΌ\) is said transcendental.