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If you multiply or divide the numerator and denominator of a fraction by the same number, you will get an equivalent fraction.
Example Fractions: 16/18 and 40/45
Let's recall the definition of equivalent fractions.
|
Equivalent Fractions |
|
Fractions that name the same amount. |
We are asked to write two fractions equivalent to the given fraction.
| Given Fraction | Equivalent Fraction | Equivalent Fraction |
|---|---|---|
| 7/8 | ? | ? |
First, let's visualize the given fraction.
Notice that the red area covers 89 of the circle. Now let's split the circle into twice as many parts!
Now we can see that the same red area also covers 1618 of the circle. This means that 1618 is equivalent to 89.
| Given Fraction | Equivalent Fraction | Equivalent Fraction |
|---|---|---|
| 8/9 | 16/18 | ? |
| Given Fraction | Equivalent Fraction | Equivalent Fraction |
|---|---|---|
| 8/9 | 16/18 | 40/45 |
Keep in mind that these are only examples of fractions equivalent to 89. There are infinitely many more!