Question

how to identify whether a recurring decimal is pure recurring decimal​

Answer 1

Answer:

decimal in which all the digits in the decimal part are repeated is called a pure recurring decimal.

(a) 5/3.

Therefore, 5/3 is a pure recurring decimal.

(b) 1/37.

Therefore, 1/37 is a pure recurring decimal.

(c) 9/37.

Therefore, 9/37 is a pure recurring decimal.

● Related Concept.

Answer 2

Answer:

If A Decimal Is Recurring, Example

234.2555555555555...

Then The Decimal Is 5 {Pure (Only One Number )}

If It's Like 121.6852852852852....

Then The Decimal Is 852 { Impure (Two Or More Number)}