let U_n ={z∈C/z^n =1} simlify A_n = Σ_(α∈U_n ) (x+α)^n and B_n =Σ_(α∈ U


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Question Number 30745 by abdo imad last updated on 25/Feb/18
$let U_n ={z∈C/z^n =1} simlify A_n = Σ_(α∈U_n ) (x+α)^n and B_n =Σ_(α∈ U_n ) (x−α)^n .$
$l e t U_{n} = {z \in C / z^{n} = 1} s i m l i f y$ $A_{n} = \sum_{α \in U_{n}} {(x + α)}^{n} a n d B_{n} = \sum_{α \in U_{n}} {(x - α)}^{n} .$
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