Question

write recurring decimal in p/q form 29.568568568568​

Answer 1

Step-by-step explanation:

Let x=0.

7

ˉ

So, 10x=7.

7

ˉ

x=0.

7

ˉ

On subtracting we get,

9x=7

⟹x=

9

7

=p/q

Where p=7 and q=9

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Answer 2

Step-by-step explanation:

let x = 29.568568.... (i)

and

1000x =29568.568568... (ii)

now, subtract both the equations.

1000x-x =29568.568568...-29.568568...

999x= 29539

x= 29539/999

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