Recent content by lab_b
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Graduate Proving that m^270300 = 1 (mod 3121)
Using Fermat's_little_theorem (http://en.wikipedia.org/wiki/Fermat's_little_theorem), m^100=1(mod 101), m^102=1(mod 103), m^106=1(mod 107), Using a=b(mod M)=>a^n=b^n(mod M) m^270300 = 1 (mod 101) , m^270300 = 1 (mod 103), m^270300 = 1 (mod 107) Using a=b(mod M1),a=b(mod M2) and a=b(mod...- lab_b
- Post #10
- Forum: Linear and Abstract Algebra