
Here we will show you how to calculate 9/7 plus 3/3. We will give you the answer in fraction form and in decimal form.
We label the numbers in 9/7 plus 3/3 like this:
9/7 + 3/3 = A/B + C/D
We will use an adding fractions formula that does not require you to find the lowest common denominator to get the answer. The adding fractions formula is:
(AD + BC) / BD
When we fill in 9/7 plus 3/3 into the formula above, we get:
(9x3 + 7x3) / 7x3
(27 + 21) / 21
48/21
Thus, the answer to 9/7 plus 3/3 (simplified if necessary) in fraction form is as follows:
2 2/7
To get the answer to 9/7 plus 3/3 in decimal form, we simply divide the numerator by the denominator from our fraction answer:
48 / 21 = 2.2857
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