Question

1.32 (32 reapeating forever) as fraction??plz hurry and help
thanks

Answer 1

$1 \frac{32}{99}$

To easily convert repeating decimals into fraction most of them will have a denominator of 3, 7, or 9. Or multiples of those numbers. Note these are mainly prime. There are videos to help walk you through the process.  In your situation 2 places are repeating which means you take the numbers/99.

If you had 3 or 4 repeating decimals you would divide by 999 or 9999.

Many times the fractions can be simplified but in your case it cannot be simplified.

Your answer is 1 and  32/99

Answer 2

$1 \frac{32}{99}$

To easily convert repeating decimals into fraction most of them will have a denominator of 3, 7, or 9. Or multiples of those numbers. Note these are mainly prime. There are videos to help walk you through the process.  In your situation 2 places are repeating which means you take the numbers/99.

If you had 3 or 4 repeating decimals you would divide by 999 or 9999.

Many times the fractions can be simplified but in your case it cannot be simplified.

Your answer is 1 and  32/99