Long division or even a calculator can be used if you don’t want to perform it by hand. Once you have mastered this method, switching from fractions to decimals will be simple. Additionally, you can change a decimal into a percentage. Discover the benefits and drawbacks of fractions and decimals by continuing to read.

What is a decimal and a fraction? In mathematics, fractions are denoted by a numerical number and are characterized as parts of a whole. The term fraction refers to a portion or division of a whole, which may be any number, value, or item. Every fraction has a numerator and a denominator: How many parts have been divided into the total is shown by the denominator. The item is positioned at the base of the fraction. The numerator displays the specified number of fractional parts. The fraction’s top number is this one. Take the fraction 14 as an illustration, where 1 serves as the numerator and 4 as the denominator. You need four quarters to make a whole number. Consider the scenario where a complete pizza requires 4 pizza slices. In this case, a slice of pizza equals one-fourth of the entire pie. One digit. A decimal point is a point in a collection of decimal numbers that is positioned between two whole numbers. Decimal numbers are those that follow the decimal point to the right, while whole numbers follow the decimal point to the left. 10.4 is an illustration of a decimal. This decimal number ranges from 10 to 11. It is more than 10, but not quite 11.

In the realm of numbers that follows the decimal, value is expressed using decimal fractions. As one proceeds to the left, each digit becomes ten times larger than the one before it. So, to the right of our position, there are tenths (1/10), then hundredths (1/100), and so on. To get more clarity take examples:

5.8 is tenths of five and eight.

5.83 translates to 5.8 tenths and three hundredths.

**0.125 as a fraction** denotes 0.1tenths, 2 centimeters, and 5.0 kilometers.

How to efficiently complete homework. How to go from a fraction to a decimal in steps

The line dividing a fraction’s numerator and denominator can be rewritten using the division symbol. Divide the numerator by the denominator to get a fraction that can be expressed as a decimal. If necessary, use a calculator to complete this. You’ll receive a decimal response from this.

For illustration:

Simply divide the numerator by the denominator (4 5) to convert 4/5 to 0.8.

Similar to this, when you divide 75 by 100, you get 0.75.

Lastly,** ** decimal 0.125** as a fraction **will be 125/1000.

With a calculator, expressing fractions as decimals is simple, but doing it by hand can be challenging. You can achieve that with the aid of long division. lengthy division. Regrettably, there isn’t a straightforward formula for converting fractions to decimals. The best method for converting fractions to decimals is long division.

Take into account the portion below: 3/4. One can write it as 3 4 by dividing the numerator by the denominator. You’ll need to use long division to exercise your brain in order to compute this fraction without a calculator.

Place the denominator outside the division brackets (left) and the numerator inside the division brackets to create the equation for long division (right). This is indicated in black on the diagram.

Your result will be less than 1 when dealing with fractions when the numerator (3) is smaller than the denominator (4). As indicated on the diagram, place a 0 above the 3.

Things get a little more complicated because one is unable to divide 3 by 4. You can carry over the number 3 and omit the decimal point once step 2 is finished. In other words, the 3.0 is equivalent to 30 since 28 is the nearest whole number to 30 that is divisible by 4. 7 x 4 = 28. Write 7 above the first 0 (tenths) and 28 below the 3 on the diagram.

You might believe that 28 is not the same as 30. It is continued to the subsequent 0 (hundredths), which is equivalent to 20. 4 x 5 = 20, hence 20 is divisible by 4. Write 5 above the second 0 (hundredth). The long division process is finished because 20 may be divided into two parts and there is no residue. Continue till you are done if there are any numbers left. The outcome of decimal **0.125 as a fraction** is 125/1000 in decimal form. Illustrative cases of fraction to decimal conversion

Common numbers like 3/4, 1/2, and 1/5 can typically be found in a table converting fractions to decimals. Here are some illustrations of how to convert fractions to decimals:

**What does decimal .125 as fraction looks like **

This is a quick and easy technique to change a fractional integer to a decimal. The fraction becomes 125/1000 when you increase the numerator and denominator by 2. It is simple to divide any fraction with a denominator of 10, 100, 1000, etc.

125÷ 1000 = .125. What does 5/8 in decimal form mean?

It’s simple to convert fractions to decimals on a calculator by entering 5 8; the result should be 0.625. However, you can compute the answer using long division as well.

**Conclusion:**

Simplest form of fractional expression for 0.125.

The numerator and the denominator of a fraction cannot be divided by the same whole number precisely or evenly when it is expressed in its simplest form.

The simplest form of** 0.125 as a fraction** is 1/8. 0-125-as-a-fraction-in-lowest-term. 0.125 by converting it to a fraction.

First, transform** 0.125 as a fraction**.

0.125 = 125/1000. Determine the HCF, or 125 and 1000’s highest common factor. HCF (125, 1000) = 125. To obtain the HCF’s simplest form, divide the numbers by it. (125/125) / (1000/125) = 1/8 . Therefore, 0.125 is 1/8 in its simplest form.