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Compute 6^6002 mod 77 using Euler’s theorem
Compute 6^6002 mod 77 using Euler’s theoremWe know that ?(77)=?(7?11)=(7?1)?(11?1)=6066002 = 66000 * 62 =(6100)60*62As we know a mod n=1?(n) so (6100)60 mod 77 =1 66002 mod 77 =1.62…
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