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Page 1: [Kenneth H. Rosen] Elementary Number Theory and It(BookFi) · 2018. 3. 20. · 216 Some Special Congruences (mod p). If p is prime, then (p — l)! Theorem 6.1, Wilson's Theorem
Page 2: [Kenneth H. Rosen] Elementary Number Theory and It(BookFi) · 2018. 3. 20. · 216 Some Special Congruences (mod p). If p is prime, then (p — l)! Theorem 6.1, Wilson's Theorem
Page 3: [Kenneth H. Rosen] Elementary Number Theory and It(BookFi) · 2018. 3. 20. · 216 Some Special Congruences (mod p). If p is prime, then (p — l)! Theorem 6.1, Wilson's Theorem
Page 4: [Kenneth H. Rosen] Elementary Number Theory and It(BookFi) · 2018. 3. 20. · 216 Some Special Congruences (mod p). If p is prime, then (p — l)! Theorem 6.1, Wilson's Theorem
Page 5: [Kenneth H. Rosen] Elementary Number Theory and It(BookFi) · 2018. 3. 20. · 216 Some Special Congruences (mod p). If p is prime, then (p — l)! Theorem 6.1, Wilson's Theorem
Page 6: [Kenneth H. Rosen] Elementary Number Theory and It(BookFi) · 2018. 3. 20. · 216 Some Special Congruences (mod p). If p is prime, then (p — l)! Theorem 6.1, Wilson's Theorem

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