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Addition and Subtraction of Like FractionsHere we will learn about addition and subtraction of like fractions. Addition of Like Fractions: In order to add two or more like fractions, we may follow the following steps: Step I: Obtain the fractions. Step II: Add the numerators of all fractions. Step III: Retain the common denominator of all fractions. Step IV: Write the fraction as Result in Step II / Result in Step III. For Example: Add the following fractions. 1. ^{1}/_{6} + ^{4}/_{6} Solution: We have, ^{1}/_{6} + ^{4}/_{6} 2. ^{2}/_{7} + ^{3}/_{7} + ^{4}/_{7} Solution: We have, ^{2}/_{7} + ^{3}/_{7} + ^{4}/_{7} 3. 2^{3}/_{5} + ^{4}/_{5} + 1^{2}/_{5} Solution: We have, 2^{3}/_{5} + ^{4}/_{5} + 1^{2}/_{5} 4. 1^{1}/_{4} + 2^{3}/_{4} + 7^{1}/_{4} Solution: We have, 1^{1}/_{4} + 2^{3}/_{4} + 7^{1}/_{4} Subtraction of Like Fractions: In order to subtract two like fractions, we may follow the following steps: Step I: Obtain the two fractions and their numerators. Step II: Subtract the smaller numerator from the bigger numerator. Step III: Retain the common denominator. Step IV: Write the fraction as Result in Step II / Result in Step III. For Example: 1. Subtract ^{3}/_{10} from ^{8}/_{10} Solution: We have to find, ^{8}/_{10} – ^{3}/_{10} 2. Compute: ^{5}/_{12} – ^{7}/_{12} + ^{11}/_{12} Solution: We have, ^{5}/_{12} – ^{7}/_{12} + ^{11}/_{12} 3. Simplify: 4^{2}/_{3} + 1/3 – 4^{1}/_{3} Solution: We have, 4^{2}/_{3} + 1/3 – 4^{1}/_{3} Related Links: ● Fraction.
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