Smith Crawford
04/16/2023 · Senior High School
Wilson's Theorem 1.) Compute \( p(p-1)! \) mod \( p \) for \( p=7 \) 2.) Compute \( p(p-1)! \) mod \( p \) for \( p=17 \) 3.) Show that the number 4 is not a prime number using Wilson's Theorem. 4.) What is the remainder of 43 ! mod 47 5.) What is the remainder of \( 94!\bmod 97 \)
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1.) \( p(p-1)! \) mod \( p \) for \( p=7 \) is 0.
2.) \( p(p-1)! \) mod \( p \) for \( p=17 \) is 0.
3.) 4 is not a prime number.
4.) The remainder of \( 43! \mod 47 \) is 39.
5.) The remainder of \( 94! \mod 97 \) is 48.
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