SOLUTION: is some real numbers are not rational numbers?

Question 625620: is some real numbers are not rational numbers?

Answer by reynard2007(52) (Show Source): You can put this solution on YOUR website!

Yes, some real numbers are not ratinal numbers. They are called irrational numbers. These are numbers that cannot be expressed as a quotient of tow integers. In simpler terms, they cannot be converted to a fraction with numerators and denominators which are integers. In decimals, their numbers are never ending and do not have a pattern.
Examples are , and .
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