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The sum of three consecutive integers is -318. Find the largest of the three consecutive integers.
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let \(n\) be the first integer. The next consecutive integer will be \(n+1\), and the one following that will be \(n+2\). If the sum of the 3 is -318, you should be able to write an equation that equates the sum of the 3 integers (whose expressions I gave you) with -318. Then just solve to find \(n\), which was the first integer (and thus the smallest), and use that to find the value of the largest.
If you prefer, you could also think of this as \(n-2\), \(n-1\), \(n\) with \(n\) being the largest integer. That would save you from having to find the largest integer, having found the smallest.
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