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A mixed number, or a mixed fraction, is a number that contains both an integer (whole number) and a proper fraction (a fraction whose numerator is less than its denominator). When writing a mixed ...
For example: find the LCD and equivalent fractions for 1 3 and 2 18. Step 1: Find the prime factors of each denominator: 3 = 3 and 18 = 2, 3, 3. Step 2: Multiply the unique factors in the ...
Mixed numbers are always more than 1. An example of a mixed number is a number such as 3 1/2. The number 3 represents three whole parts, and the number 1/2 represents a part less than one whole ...
To divide mixed numbers, we follow four steps. Step one: convert to improper fractions. So, if we have 3 1/3, we multiply the whole number times the denominator. That's 3 * 3, or 9. Then, add that ...
Mixed numbers, or mixed fractions are a combination of a whole number followed by a fraction. These differ from regular fractions which are a part of a whole number having a smaller numerator than ...
The first step is to convert both of the numbers to improper fractions. To convert 1 1/3, we keep the denominator as 3, and to find the numerator, we multiply 1 by 3 and add 1. We see that 1 1/3 ...
Example 1: Subtracting a Mixed Number from a Whole Number. First, turn the 9 into a mixed number by rewriting it as 8 9. From here, subtract as normal. Example 2: Subtracting a Fraction from a ...
Comparing mixed numbers begins with looking at the whole number in the mixed number. Since the number is whole, they can be compared just like any other number. So 2 2/5 is smaller than 4 4/7 ...
Let's look at a few situations involving fractions and mixed numbers. Remember, a fraction is a part of a whole number, like 1/2 or 5/8. A mixed number is a whole number and a fraction, like 33 1/3.
Students will roll the die to decide who goes first. Player one will select a domino. They will turn the domino in the correct direction to make an improper fraction (larger numerator). Then, he ...