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If two or more fractions have different denominators, they are called “unlike fractions.” For example, $\frac{2}{5}, \frac{4}{3}, \frac{1}{2}, \frac{3}{7}$ are unlike fractions.
Like fractions and unlike fractions are two common types of fractions based on the denominators. If two or more fractions share the same denominator we call them like fractions, while on the other hand, if the denominators of two or more fractions are different, those are known as unlike fractions.
When the denominators of fractions are different numbers, the fractions are called unlike fractions. The fractions {eq}\frac{1}{5} {/eq} and {eq}\frac{1}{7} {/eq} are examples of...
What are unlike fractions. How are they identified. Learn comparing, adding, subtracting, multiplying, and dividing them with examples.
The fractions with the same denominator are known as the like fractions. For example: $\frac {2} {7}$ and $\frac {5} {7}.$. The fractions with different denominators are known as unlike fractions. For example: $\frac {5} {7}$ and $\frac {4} {9}$.
Unlike fractions are fractions that have different denominators. The two fractions below are unlike fractions. All unlike fractions can be converted into like fractions, which is important because it is a necessary step towards being able to add or subtract fractions.
Fractions with different denominators are called the unlike fractions. Here the denominators of fractions have different values. For example, 2/3, 4/9, 6/67, 9/89 are unlike fractions.
If two fractions have different denominators, they are known as unlike fractions or dissimilar fractions. The fractions used to represent the parts of the two pizzas divided into different numbers of slices are examples of unlike fractions.
We observe that in the group, denominator of each fraction is different, i.e., the denominators of all the fractions are different. Definition: Fractions with different denominators (bottom numbers) are called “Unlike Fractions”.
Unlike fractions are two or more fractions that have different denominators. This means that the numbers on the bottom of unlike fractions are different. Unlike fractions are each divided into different-sized parts and so, they cannot be compared or added easily.