Answer :
Final answer:
The fractions (2)/(3) and (1)/(5) are converted to equivalent fractions with 15 as the denominator. These are (10)/(15) and (3)/(15) respectively. After adding the fractions, they give (13)/(15) as result.
Explanation:
The question is asking you to add two fractions, (2)/(3) and (1)/(5). To do this, you must first find a common denominator.
The common denominator of 3 and 5 is 15, so you adjust each fraction to equivalent fractions with 15 as the denominator. (2)/(3) becomes (10)/(15) and (1)/(5) becomes (3)/(15).
Then you add these new fractions to get (13)/(15) as a result. So, (2)/(3) + (1)/(5) = (13)/(15).
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