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| Hi, I do not understand why a limit of a sequence has a curious result. Please, can someone make me clear. The limit follows In[1]:= Limit[\!\( \*UnderoverscriptBox[\(\[Sum]\), \(k = 1\), \(n\)] \*SuperscriptBox[\(k\), \(p\)]\)/n^p... |
| Hi, I do not understand the limit given below. As far as I know the terms of sequence belong to the open interval ]0,1[ and the limit equals 1. Please let me know where I am wrong. [mcode]Clear[n] Limit[n n! (E - Sum[1/k!, {k, 0, n}]), n ->... |
| Consider a real valued function defined on reals defined by -for x = 0}}] (*Plot[p[x],{x,-1,1},PlotStyle->Thick,ImageSize->150] *) Limit[p[x], x -> 0] The result suplied is 1. I do not understand why. Please, can someone explain me why is so.... |