.63 is equal to 1/16th. When expressing fractions, it is important to use the number 64 as a denominator for all fractions greater than 1/2. This is because 64 is divisible by both 2 and 8, which are common factors in larger fractions. For fractions that are smaller than 1/2, the number 1 can be used as the denominator.

Table of Contents

## 7 Ways to Show .63 as a Fraction

There are a variety of ways to show a decimal as a fraction. Some methods are more straightforward than others, but they all result in the same answer. Here are seven ways to show .63 as a fraction:

1/16

2/16

3/16

4/16

5/16

6/16

7/16

## 7 Tips for Converting Decimals to Fractions

Converting decimals to fractions can be a tricky process, but with a few tips, it can be easy.

Here are seven tips for converting decimals to fractions:

1. Make sure you understand what the decimal represents.

2. Look at the number of digits in the decimal. This is the number of numerals in the fraction’s denominator.

3. If the decimal has two digits, the fraction’s denominator will have two numerals.

4. If the decimal has three digits, the fraction’s denominator will have three numerals.

5. If the decimal has four digits, the fraction’s denominator will have four numerals.

6. If the decimal has five digits, the fraction’s denominator will have five numerals.

7. If the decimal has six or more digits, the fraction’s denominator will have six numerals.

## How to Convert a Decimal to a Fraction in 7 Easy Steps

Converting decimals to fractions can be a daunting task, but with these seven easy steps, it can be a breeze. Here’s how to convert a decimal to a fraction in seven easy steps:

1. Write down the decimal as it is written.

2. Draw a line under the number and draw a vertical line to the right of the number. This is the number’s denominator.

3. Write down the number 1 above the line and to the left of the line (this is the number’s numerator).

4. Multiply the number by 10 for each digit in the decimal (if the decimal is 0.63, multiply by 10 to get 6).

5. Add these numbers together (6 + 1 = 7).

6. Write down this number above the line and to the right of the line (this is the fraction’s numerator).

7. Write down the number below the line and to the left of the line (this is the fraction’s denominator).

## 4. Converting Decimals to Fractions (With Examples)

Now that you know how to convert decimals to fractions, let’s take a look at some examples. Here are three examples of converting decimals to fractions:

0.5 = 5/10

0.7 = 7/10

0.9 = 9/10

### What is .63 as a decimal?

.63 is equal to 63/100, which can also be written as 0.63. This means that .63 is 63% of one whole number.

### What is .63 as a percentage?

As stated before, .63 is equal to 63/100, or 63%. This means that .63 is the percentage of a whole number that is equal to 63.

### What is the reciprocal of .63?

The reciprocal of .63 is 1/.63, or 1.6. This means that for every .63 there is a 1.6, and vice versa.

### What is the square root of .63?

The square root of .63 is 6.3. This means that 6.3 is the number that, when multiplied by itself, results in .63.

### What are the digits of .63 in order?

The digits of .63 are 3, 6, and 3. This means that the number .63 can be written as 3633/10000, or 0.0633.