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Tag Archives: Greatest Integer

Mathematics

Prove that, \[\scriptscriptstyle\left[ x \right] + \left[ {x + \frac{1}{n}} \right] + \left[ {x + \frac{2}{n}} \right] + ………….. + \left[ {x + \frac{{n – 1}}{n}} \right] = \left[ {nx} \right]\]

September 9, 2014 Manish Verma Leave a comment


Continue reading Prove that, \[\scriptscriptstyle\left[ x \right] + \left[ {x + \frac{1}{n}} \right] + \left[ {x + \frac{2}{n}} \right] + ………….. + \left[ {x + \frac{{n – 1}}{n}} \right] = \left[ {nx} \right]\] →

Greatest Integer

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