Question

every real number is an irrational number. why?​

Answer 1

Answer:

$\huge {\mathbb{\pink{HELLO:)}}}$

The set of irrational numbers are real since they can be represented as decimal numbers. The decimal patterns don't repeat (or don't have a clear pattern), but they are still real numbers. So if you have an irrational number, it is also a real number.

Answer 2

Yes it's true irrational no.s are apart of rational no.s

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