SOLUTION: find three consecutive odd integers such that twice the second integer increased by six equals the sum of the largest and three time the smallest integer.

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Let us name these three unidentified integers , , and , arbitrarily assuming that is the and is the, we may write:
if integer increased by of the integer, we can write:


If is smallest odd number, then


Now we can substitute it here:




….move to the right and to the left
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or …. smallest odd number


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