Repeating Decimal

Question

the repeating decimal $0.95863$ is repeated every $5$ numbers, what is the $44th$ digit?

My attempt is:

The remainder of dividing $44$ on $5$ is $4$ , so the $44th$ digit will be the fourth digit in $0.95863$ which is $5$

Answer 1

My attempt is:

The remainder of dividing on is , so the digit will be the fourth digit in 0.95863 which is 5

You count from first so the 1st number is 9 and 2nd number is 5. So 4th number should be 6. Apart from that, your attempt is correct.