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Question Number 28313 by abdo imad last updated on 23/Jan/18

let give P_n (x)= 1−x^2^(n+1) and Q_n (x)= Π_(k=0) ^n (1+x^2^k ) prove that Q_(n ) divide P_n .

letgivePn(x)=1−x2n+1andQn(x)=∏k=0n(1+x2k)provethatQndividePn.

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