= Real transcendental numbers
{wiki=Real_transcendental_numbers}
Real transcendental numbers are a subset of real numbers that are not algebraic. An algebraic number is defined as any number that is a root of a non-zero polynomial equation with integer coefficients. In contrast, transcendental numbers are not solutions to any such polynomial equation. For example, both rational numbers (like \\( \\frac\{1\}\{2\} \\)) and irrational numbers (like \\(\\sqrt\{2\}\\)) are algebraic, as they can be roots of polynomial equations with integer coefficients.
Back to article page