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find two consecutive integers whose sum is 35
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Let \(n\) be one of these integers. The next consecutive integer is then \(n+1\). You then have \[n+(n+1)=35~~\iff~~2n+1=35\] Find \(n\), then find \(n+1\).
17 and 18 I found this by dividing 35 by 2, which gives you 17.5. The nearest integers on either side are 17 and 18.
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