Question

Can infinitely recurring decimals considered as irrational numbers? Why or why not? I want to know but it is not given online or in my mathematics text book.​

Answer 1

Recurring decimals are infinite only but they can be expressed in the form of p/q.

you might have solved problems with bar over it.So, recurring decimals are always rational.

HOPE U UNDERSTOOD.

Answer 2

No, infinity reoccurring decimal can't be consider as irrational number only.

The repeating decimal expansion is considered to be as a rational number.

Whereas the non repeating decimal expansion of any fraction is considered as an irrational number .