Question 763035
The product of two consecutive integers is  less than the square of the smaller integer. Find the larger of the two integers. What is the larger of the two integers?
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n*(n+1) < n^2
{{{n^2 + n < n^2}}}
n < 0
eg, -5*-6 = 30
(-6)^2 = 36
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This assumes -6 is < -5, etc