Math, asked by mugala79sanjeev, 8 months ago

answer me fast it's urgent​

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Answered by nsoundarya
1

Answer:

0.\overline{729} = \frac{27}{37}\: (\frac{p}{q} \: form )0.

729

=

37

27

(

q

p

form)

Step-by-step explanation:

Let \: x = 0.\overline{729}\: ---(1)Letx=0.

729

−−−(1)

\* Multiply both sides of by 1000 , we get *\

1000x = 729.\overline {729}\: ---(2)1000x=729.

729

−−−(2)

/* Subtract equation (1) from equation (2) , we get*/

\implies 999x = 729⟹999x=729

\begin{lgathered}\implies x = \frac{729}{999}\\=\frac{9\times 3\times 27}{9\times 3\times 37 }\\=\frac{27}{37}\end{lgathered}

⟹x=

999

729

=

9×3×37

9×3×27

=

37

27

Answered by sushmitha8318
5

Answer:

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