The sum of two consecutive odd numbers in a set of three consecutive odd numbers is 5 more than the third number. what is the second of these numbers ?
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Given,
The sum of two consecutive odd numbers in a set of three consecutive odd numbers is 5 more than the third number.
To find,
The second number.
Solution,
Let the three consecutive numbers be (n-2), n and (n+2), where n is an odd number
According to the question,
(n - 2) + n = 5 + (n + 2)
2n - 2 = n + 7
2n - n = 7 + 2
n = 9
Hence, the second of these numbers is 9.
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