Question

write 0.55 in simplified form​

Answer 1

Given,

$0.55$

We have to find simplified form of $0.55$.

In order to find the simplified form of $0.55$

First we have to multiply and divided by $100$ with $0.55$

We get,

$\frac{0.55\times100}{100}$

$= \frac{55}{100}$

$55$ can be written as $5\times11$

And $100$ can be written as $5\times20$

$= \frac{5\times11}{5\times20}$

$= \frac{11}{20}$

Therefore, the simplified form of $0.55$ is $\frac{11}{20}$.

Answer 2

As per data given in the question,

We have to write the given number in simplified form.

So, as per question,

We have to write the number in form of fractional form.

As we know that,

In fractional form,

We write the number in form of $\frac{p}{q}$ where $q \neq 0$

So, for converting the number in fractional form,

First we have to multiply and divided by 100 with 0.55

Hence, we will get it as,

$\frac{0.55\times100}{100}\\= \frac{55}{100}\\= \frac{5\times11}{5\times20}\\= \frac{11}{20}$

 Therefore, the simplified form of 0.55 is $\frac{11}{20}.$