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| Addition of Fractions with Same Denominators Addition (Same Denominators) | Addition (Different Denominators) | Addition (Whole Number and Fraction) | Addition (Mixed Fractions) | Explanation
When we have to add fractions with same denominators, we simply add the numerators and denominator remains same.
e.g. (2/3) + (5/3)
In the given example the denominators of both the fraction are same i.e 3, so we add the numerator and we get:
(2+5) / 3 = 7/3
Following are some more examples of Addition of Fractions with Same Denominator.
Example = 1 Add given fractions 1/10 and 5/10
Answer = In the given fractions the denominators are same, so addition proceed as :
Add the numerators and denominator remains same and we get:
(1+5) / 10 = 6 / 10 = 3 / 5 (in Lowest Term)
Example = 2 Add 10/3 and 22/3
Answer = In the given fractions the denominators are same, so addition proceed as :
Add the numerators and denominator remains same and we get:
(10+22) / 3 = 32 / 3.
Example = 3 Add 2/101 and 4/101
Answer = In the given fractions the denominators are same, so addition proceed as :
Add the numerators and denominator remains same and we get:
(2+4) / 101 = 6 / 101.
Example = 4 Add 25/39 and 40/39
Answer = In the given fractions the denominators are same, so addition proceed as :
Add the numerators and denominator remains same and we get:
(25+40) / 101 = 65 / 39.
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