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| Addition of Whole Number and Fraction Addition (Same Denominators) | Addition (Different Denominators) | Addition (Whole Number and Fraction) | Addition (Mixed Fractions) | Explanation
When we have to add a whole number and a fraction, we take whole number as a fraction and this can be done by putting 1 as the denominator of the given whole number i.e x and x/1 are both equal. And then we can solve the given problem as we solve Addition of Fractions with Different Denominator.
Study the following example of Addition of Whole Number and Fraction
Example 1 = Add 2 and 1/5
Answer = The proceed is as:
2 + (1/5) = (2/1) + (1/5) (because 2 = 2/1 )
Now, follow the process of Addition of Fractions with Different Denominator (Topic discussed above)
= {(2 × 5) + 1 } / 5
Solve Parentheses and we get:
= {10 + 1} / 5
Solve Braces and we get:
= 11 / 5
Example 2 = Add 5 and 2/7
Answer = The proceed is as:
5 + (2/7) = (5/1) + (2/7) (because 5 = 5/1 )
Now, follow the process of Addition of Fractions with Different Denominator (Topic discussed above)
= {(5 × 7) + 2 } / 7
Solve Parentheses and we get:
= {35 + 2} / 7
Solve Braces and we get:
= 37 / 5
Example 3 = Add 10 and 5/11
Answer = The proceed is as:
10 + (5/11) = (10/1) + (5/11) (because 10 = 10/1 )
Now, follow the process of Addition of Fractions with Different Denominator (Topic discussed above)
= {(10 × 11) + 5 } / 11
Solve Parentheses and we get:
= {110 + 5} / 11
Solve Braces and we get:
= 115 / 11
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