Question

What is 6.6 in fraction form?

Answer 1

Hint: In the above problem, we have to write 6.6 in fraction form which we are going to do by removing the decimal point in 6.6 which can be done by dividing 10 to 66. After that, we are going to further simplify this fraction form by dividing the numerator and the denominator by 2. In this way, we can convert the given number into the simplest fraction form.

Complete step-by-step answer:
The number given in the above question which we have to write in the fraction form is as follows:
6.6
We know that a number in fraction form is in the form of $\dfrac{p}{q}$ where p and q are integers and q should not be 0 so we are going to convert the above number into fraction form by eliminating the decimal point which lies between 6 and 6. We can eliminate the decimal point by dividing 66 by 10 and the above number 6.6 will look like:
$\dfrac{66}{10}$
Now, we are trying to simplify the above fraction form. As you can see that the numerator and the denominator are divided by 2 so when we divide 66 by 2 we get 33 and when we divide 10 by 2 we get 5. Then the simplified form of the above fraction will look like:
$\dfrac{33}{5}$
Hence, we have converted 6.6 into fractions as $\dfrac{33}{5}$.

Note: You might be wondering that the moment when we eliminate the decimal point from 6.6 that would be a fraction form which we have shown in the above solution as:
$\dfrac{66}{10}$
Yes, it is a fraction form but this is not the simplest form so make sure to write the numerator and the denominator in the simplest form.