|
If you have a dollar, you can always cash it in for four quarters - it is an even exchange. This can be represented mathematically as $1\,=\,\frac{4}{4}$.
Similarly, if you have 3 dollars, you can cash in one of those dollars for four quarters, leaving you with two dollars and four quarters - the same amount of money as \$3. This can be represented mathematically as $3\,=\,2\frac{4}{4}$. We are going to use this idea of exchanging a whole number for an equivalent amount of fractions to learn how to subtract fractions from a whole number. |
Click here for the |
Example 1: $4\,-\,1\frac{2}{5}\,=$
|
Step 1: Model the first number
|
Step 2: Regroup the first number
|
Step 3: Subtract
|
Example 2: $6\,-\,4\frac{5}{8}\,=$
|
Step 1: Model the first number
|
Step 2: Regroup the first number
|
Step 3: Subtract
|
For more practice with fractions, please try this Fraction Calculator.
|
Question 1 $9\,-\,2\frac{1}{5}\,=$
|
[show answer] |
|
Question 2 $4\,-\,1\frac{3}{8}\,=$
|
[show answer] |
|
Question 3 $12\,-\,7\frac{2}{7}\,=$
|
[show answer] |