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For three consecutive odd integers to have the sum 123, the equation N + N+2 + N+4 = 123 must be solvable with N being an odd integer.
N + N+2 + N+4 = 123
3N + 6 = 123
3N = 117
N = 39
Since 39 is an odd integer, the solution is 39, 41, and 43.
If N were even, or if N resolved to a non-integer, then the problem would have been incorrectly stated and unsolvable.
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Earn +20 ptsQ: What three consecutive odd integers have the sum of 123?
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What are three consecutive odd integers with the sum of -123?
They are: -39 -41 -43 = -123
Three consecutive odd integers that have a sum of 123?
123/3 = 41 so integers are 39, 41 and 43
What are three consecutive odd integers whose sum is 13?
There are no three consecutive odd integers who's sum equals 13.
Ind three consecutive odd integers that have a sum of 123?
x is lowest of the integers so x + (x + 2) + (x + 4) = 123 ie 3x + 6 = 123 so 3x = 117 and x = 39, so integers are 39, 41 and 43
What are three consecutive odd integers whose sum is three?
The integers are -1, 1 and 3.
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