Printable Fraction Decimal Percent Worksheet

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Count how much percentage you spend to learn with these Printable Fractions, Decimals, and Per cent Worksheets!

Summary: A fraction is a part of something whole and complete. Fraction is more than zero but less than an entire number. Decimal is a number on a scale of tens. We can refer to a line of numbers as decimal if they have a decimal point (,). Meanwhile, a percentage is a fraction with the number one hundred (100) as the denominator. Learning fractions, decimals, and percentages will benefit our daily life. 

What is Fraction in Mathematics?

A fraction is a rational number written in in-line (a/b). The a symbol represents the numerator, and the b represents the denominator. A short definition of a fraction is a part of something whole and complete. Fraction is more than zero but less than an entire number. It is a numerical amount which less than a whole number. Arithmetic symbolizes fraction as a remainder, where the denominator divides the numerator. In a situation where the numerator and denominator are identical numbers, meaning the fraction expressed a whole one (1) (e.g. 3/3, 7/7). There are simple, complex, proper, and improper fractions. In simple fractions, both numbers are integers. The complex fractions consist of numerator and denominator numbers. Proper fractions mean the numerator number is less than the denominator number. Meanwhile, if the denominator number is less than the numerator number, it is an improper fraction. We can also write fractions in the form of decimals.    

What is Decimal Mathematics?

Decimal is not something strange in our life. We can find it regularly in our surroundings. According to the Oxford Dictionary, a decimal is a fraction with the power of ten denominators, and the numerator is the number after the decimal point. In a simple definition, a decimal is a number on a scale of tens. We can refer to a line of numbers as decimal if they have a decimal point (,) and symbolize complete or chunk numbers (in tenths, hundreds, etc.) 

To divide a complete number from the fractional part, you can use a decimal point or separator (,). The link between decimal figures and a fraction is the factor to guide the students in understanding the concept of decimal numbers and preparing them for more complicated topics. Teachers should remind the students that decimals and fractions are the same. They are a chunk part of a whole number. For example, the decimal fifteen point six (15,5) is a decimal between 15 and 16. It is more than fifteen, but less than 16. Based on the same example, 15,5 is 15 ½ in a fraction.     

What is Percentage in Mathematics?

Besides fractions and decimals, we have another way to express a part of a whole number, percentage (per cent). Based on the Learning Portal, a percentage is a fraction with the number one hundred (100) as the denominator. Mathematics uses the per cent symbol (%) to express percentage numbers. For example, out of a 100 score, you got an 80, which means you got an 80% score. In percentage, if the complete number is 100, the half is 50, and nothingness means 0. The formula to decide the percentage is to divide the fraction of the whole number by the number itself, then multiply by one hundred (100). Percentage means the portion of something in the form of numbers. The most simple definition of percentage; comes from the "per cent" term, which means "per hundred."        

How to Convert Fraction to Decimal?

The students might learn about fractions, decimals, and percentages in grade seven of middle school. The teachers will teach the concepts, definitions, and links between those three mathematic elements. In mathematics, we can convert fractions to a decimal or percentage format. The students in grade 7 should master this topic to pass the math class. The ability to convert fractions to decimals and percentages will help the students to develop their numerical sense and prepare them to learn more complex mathematic topics. Converting also helps the students to visualize and compare the numbers.

Here is an example of turning fractions into decimals: 5/25 expresses "number 5 divided by 25". Put a decimal point and two zeros after 5 (5,00). Now, we can do a 5,00: 25= 0,2. The students should remember that the fraction bar in fractions represents a division symbol. Hence, we can get decimals by dividing the numerator by the denominator.            

Why Should We Learn Fractions, Decimals, and Percent?

Learning fractions, decimals, and percentages will benefit our daily life. Below are the advantages of mastering these three mathematics elements:

• Use decimals to express length and weight.
• Decimals are easy to use, read, and manipulate.
• Decimals and fractions are convenient in representing the precise size of something.
• Fractions, decimals, and percentages will give us much ease in living.
• Help the students to develop and prepare them for other mathematics lessons.
• Mastering fractions helps to understand algebra.
• People use fractions for bills, exchanging money, following a food recipe, making a prescription, and more. 
• Use percentages to compare the numerical quantity between some things.
• The percentages will make the numerical counting activity easier.
• Percentages can be found in discount tags at shops, the interest rate in the bank, and various statistics reported in media in the form of percentages.