Chapter 10: Q15P (page 440)
Prove Fermat’s little theorem, which is given in Theorem 10.6. (Hint: Consider the sequence a1, a2, . . . What must happen, and how?)
THEOREM 10.6.
If p is prime and,then.
Short Answer
Using the definition of Fermat’s little Theorem which states that if is a prime number, then for any integer , the number is an integer multiple of, the above problem is solved.