Question

when the denominator a proper fraction is 99 what do you notice about the repeating digits in its decimal form​

Answer 1

Answer:

see the procedure

Step-by-step explanation:

we know that

When the denominator of a proper fraction is 99, the repeating digits in its decimal form will be equal to the digits of the numerator

Examples

$\frac{6}{99}= 0.060606...$

The repeat digits are 06

$\frac{15}{99}= 0.151515...$

The repeat digits are 15

$\frac{98}{99}= 0.989898...$

The repeat digits are 98