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Use benchmarks to estimate the sum

\[ \frac{13}{15} + \frac{1}{8} \]

Answer :

Answer:

To add two fractions, make the denominators same

LCD is 15 times 8 = 120

We need to get 120 in the denominator

To get 120 in the denominator, multiply the first fraction by 8 and second fraction by 15

Its approximately close to 1

Its about 1, I believe

Step-by-step explanation:

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Rewritten by : Barada

Final answer:

The sum 13/15 + 1/8 can be estimated as 1 + 0.1, which equals 1.1, using benchmark estimations.

Explanation:

In the subject of mathematics, benchmark refers to familiar numbers used for estimation. In the problem 13/15 + 1/8, bench-marking can assist us in making an approximate calculation.

The fraction 13/15 is very near to 1, and 1/8 is a bit more than 0 (about 0.125). For an easy estimation, we can consider 13/15 as 1, and 1/8 as 0.1.

So, 13/15 + 1/8 can be approximately estimated as 1 + 0.1, which equals 1.1.

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