Fractions of Numbers Worksheets
How to Calculate Fractions of Numbers  Every number that exists can be written in a fractional form. Pretty cool to know if you weren't already aware of it. The concept behind writing every number in the fractional form is that even if a number is a whole number or a natural number, or even an integer if it has no denominator, there is always a "one" in the denominator. It means that the number "5" can be written as "5/1". It means that five is divided into only one part and that one part has a complete value of five. But in the case of decimal numbers, in most cases, a decimal number can be represented by a fraction. Here’s the technique of calculating the fractions of numbers. For instance, if we have a decimal number "1.5", at first, we leave the integral part that is "1" and consider it as the whole number, and we solve the decimal part. The decimal part, in this case, is 0.5, which is equal to half, and that is 1/2. So, we get our answer, which is '1' whole and 1/2. We can convert it into a fraction easily.

Basic Lesson
Demonstrates how to multiply fractions by whole numbers. Includes practice problems.
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Intermediate Lesson
Shows students step by step how to determine the value of fractions.
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Independent Practice 1
Students convert portions of whole numbers. The answers can be found below.
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Independent Practice 2
20 problems that review all skills within the unit. The answer key is below.
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Homework Worksheet
12 problems to reinforce the lessons and practice pages. An example is provided.
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Basic Lesson
Demonstrates how to take a fraction of a whole number. Includes practice problems.
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Independent Practice 1
Students take a fraction of a whole number. The answers can be found below.
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Independent Practice 2
20 problems that review all skills within the unit. The answer key is below.
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Homework Worksheet
12 problems to reinforce the lessons and practice pages. An example is provided.
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Lowest Terms
How do you know if a fraction has been reduced to its lowest terms or simplest form? A fraction is in its simplest form or lowest terms when no other number divides into both the numerator and denominator, save for the number 1.