Question

Q. This number 2.2 32323 is equal to 2.23 can be expressed in the form of p q where p and q are interior and q is not equal to zero first 123 123 by divided / 99 second one 220 199 3rd 12 221 by 3431 101 123 divided by 90.
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Answer 1

Answer:

For any two digit repetition such as :

0. \bar{ xy} = 0.xyxyxyxyxy... = \frac{xy}{99}0.

xy

ˉ

=0.xyxyxyxyxy...=

99

xy

Hence,

0.323232... = \frac{32}{99}0.323232...=

99

32

= > 0.00323232... = \frac{32}{9900} = \frac{8}{2475}=>0.00323232...=

9900

32

=

2475

8