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256/pi*(i+1)^(-i)*(100-i)*((sqrt(i))/(log(i)) Lösung?

 14.02.2017
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256/pi*(i+1)^(-i)*(100-i)*((sqrt(i))/(log(i)) 

 

\(\frac{\frac{256}{\pi}*(i+1)^{-i}*(100-i)*\sqrt i}{ log(i)}\\ \frac{256*(100-i)*\sqrt i}{\pi (i+1)^{i} log(i)}\\ \frac{256*(100-i)*(1+i)}{\sqrt 2 *\pi (i+1)^{i} log(i)}\\ \frac{125\sqrt 2 *(100-i)}{\pi (i+1)^{i-1} log(i)}\\\)

 

 

etc     surprise

 16.02.2017

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