Find the largest of three numbers in arithmetic progression whose sum is 87 and whose product is 24273Options15192931
Question
Solution 1
The three numbers in an arithmetic progression can be represented as (a - d), a, and (a + d), where a is the middle term and d is the common difference.
Given that the sum of the three numbers is 87, we can write the equation:
(a - d) + a + (a + d) = 87 3a = 87 a = 87 / 3 a = 29
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