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Like and Unlike Fractions
In fractions we will learn about like and unlike fractions.
LIKE FRACTIONS:
Fractions with the same denominators (bottom numbers) are called like fractions.
For example:
(i) Ā²/āā, āµ/āā, Ā¹Ā²/āā and Ā³āµ/āā are like fractionswith the same denominators (bottom numbers).
(ii) Ā¹/ā, Ā¹ā·/ā, Ā²āµ/ā and Ā¹ā¶/ā are like fractions with the same denominators (bottom numbers).
(iii) Ā¹ā¶/ā, Ā¹ā¹/ā, āøā¹/ā and Ā¹Ā¹āµ/ā are like fractionswith the same denominators (bottom numbers).
(iv) Ā²/āā
, Ā¹ā·/āā
, Ā³ā¹/āā
and Ā¹Ā¹āµ/āā
are like fractions with the same denominators (bottom numbers).
UNLIKE FRACTIONS:
Fractions with different denominators (bottom numbers) are called unlike fractions.
For example:
(i) Ā²/ā, Ā¹āµ/āā, Ā¹Ā²/āā and Ā³āµ/āā are unlike fractions with different denominators (bottom numbers).
(ii) Ā¹/ā, Ā¹ā·/āā, Ā²āµ/āā and Ā¹ā¶/āā are unlike fractionswith different denominators (bottom numbers).
(iii) Ā¹ā¶/āā, ā¹/ā, āøā¹/ā and Ā¹Ā¹āµ/āā are unlike fractionswith different denominators (bottom numbers).
(iv) Ā²/āā
, Ā¹ā·/āā, Ā³ā¹/ā and Ā¹āµ/āā are unlike fractionswith different denominators (bottom numbers).
ā Fraction
Representations of Fractions on a Number Line
Conversion of Mixed Fractions into Improper Fractions
Conversion of Improper Fractions into Mixed Fractions
Interesting Fact about Equivalent Fractions
Addition and Subtraction of Like Fractions
Addition and Subtraction of Unlike Fractions
Inserting a Fraction between Two Given Fractions
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