Question

What is the decimal form of the rational number 4/99 ? *

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Answer 1

Answer:

answer is 0.04

Step-by-step explanation:

4/99

0.04 answer

Answer 2

Step-by-step explanation:

Given: $\frac{4}{99}$

To find: Decimal form of given rational number.

Solution:

To find decimal form of $\frac{4}{99}$, divide 4 by 99.

$\quad \quad \quad 99 \: ) \: 400\: ( \: 0.040404... \\396 \\ - - - - \\ 400 \\ 396 \\ - - - - \\ 400 \\ 396 \\ - - - - \\ 4$

Thus, it is clear that decimal expansion of

$\frac{4}{99}$ is non-terminating recurring decimal expansion, it is $0.040404...$, can be expressed as $0. \overline{04}$.

Final answer:

$\bf \frac{4}{99} = 0.040404...= 0. \overline{04}$

Hope it helps you.

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