Answer :
The sum of the two consecutive odd integers is 2(n+1).
Given that, n is the least of two consecutive odd integers, we need to find the sum of integers.
What are consecutive odd integers?
Consecutive odd integers are odd integers that follow each other and they differ by 2.
Now, if n is the least of two consecutive odd integers, then another odd integer is n+2.
So, sum=n+n+2=2n+2
=2(n+1)
Therefore, the sum of the two integers is 2(n+1).
To learn more about the integers visit:
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