Question

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BY Solving the question
express 0.275555.... as fraction form

Answer 1

Answer:

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Answer 2

Solution :

Let us take x = 0.2755555..... ____(i)

multiple 100 to both the sides of equation(i)

we get,

100x = 27.55555...... _____(ii)

Now multiple 10 to both the sides of equation(ii)

we get

1000x = 275.55555...... _____(iii)

subtract equation(ii) from (iii)

1000x = 275.5555...... _____(iii)

- 100x = 27.5555...... _____(ii)

————————————

900x = 248.0000......

$x = \frac{248}{900}$

$\boxed{\boxed{x = \frac{62}{225} }}$