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Question Number 201956 by sonukgindia last updated on 16/Dec/23

Commented by mahdipoor last updated on 16/Dec/23

5^2^(117)  −1=(5^2^(116)  −1)(5^2^(116)  +1)=  (5^2^(115)  −1)(5^2^(115)  +1)(5^2^(116)  +1)=  ...  =(5^2^1  −1)(5^2^1  +1)...(5^2^(116)  −1)

521171=(521161)(52116+1)=(521151)(52115+1)(52116+1)=...=(5211)(521+1)...(521161)

Answered by deleteduser1 last updated on 16/Dec/23

(5^2 −1)P=1⇒P=(1/(24))

(521)P=1P=124

Commented by Frix last updated on 17/Dec/23

Yes!

Yes!

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