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((2016^2016)-(2016^2015))
/2015^2015

1 Answer

9 votes

Answer:

2015(2016/2015)^2015

Explanation:


(2016^(2016)-2016^(2015))/(2015^(2015))=(2016^(2015)(2016-1))/(2015^(2015))\\\\=2015\cdot\left((2016)/(2015)\right)^(2015)\approx5475.9794

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