Rational And Irrational Number Rules

Definition

N, A = [ Natural Numbers ]

A < N

Q, I = ( N -/+ A ) / N , Proper Fraction , Improper Fraction

N / ( N -/+ A ) Improper Fraction, Proper Fraction

Conclusion

Rational numbers and irrational numbers are the same set of numbers. Irrational numbers present as event spaces of approximately 10 recurring digits, after the decimal point. It is related to the radix which is 10 for base 10 as we work with here. The radixes of the numerator and divisor abrieve or extend the string length.

Irrational numbers have simply been rational numbers which not been uncomplicated enough to calculate. They are all rational, and they all have decimal strings which present once or in perfect recurrence after the the decimal point. The recurrence is swiftly observable as presenting at least once, to an average human observer, within 30 decimal places.

© Sydney Matinga 2025