15. Establish that if a is an odd integer, then for any n > = 1a^2n= 1

1.	15. Establish that if a is an odd integer, then for any n > = 1a^2n= 1 (mod 2^n+2)
Answer» ONG>Answer: 2x 67 =67×908_ 687588÷ 432

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15. Establish that if a is an odd integer, then for any n > = 1a^2n= 1 (mod 2^n+2)​

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15. Establish that if a is an odd integer, then for any n > = 1a^2n= 1 (mod 2^n+2)