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Question-185394




Question Number 185394 by mathlove last updated on 21/Jan/23
Answered by mr W last updated on 21/Jan/23
P×(3^2^0  −1)=(3^2^1  −1)(3^2^1  +1)...(3^2^n  +1)  ...  P×(3^2^0  −1)=(3^2^n  −1)(3^2^n  +1)  P×(3^2^0  −1)=3^2^(n+1)  −1  ⇒P=((3^2^(n+1)  −1)/(3^2^0  −1))=((3^2^(n+1)  −1)/2)
P×(3201)=(3211)(321+1)(32n+1)P×(3201)=(32n1)(32n+1)P×(3201)=32n+11P=32n+113201=32n+112
Commented by mathlove last updated on 21/Jan/23
thanks
thanks

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