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Find 3 consecutive odd integers when the sum of the first and third integer is 26

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User Prola
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Let's call the first odd number x.

The next odd number will be x + 2, and the last one will be x + 4.

If the sum of the first number and the last one is 26, we have that:


\begin{gathered} x+x+4=26 \\ 2x+4=26 \\ 2x=22 \\ x=(22)/(2)=11 \end{gathered}

So the numbers are:


\begin{gathered} x\to11 \\ x+2\to13 \\ x+4\to15 \end{gathered}

11, 13 and 15.

answered
User Shachar Shemesh
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