Question
Show that the statement " $n^2-n+41$ is a prime number" is true for $n=1$ but is not true for $n=41$.
Step 1
Step 1: Evaluate the expression \( n^2 - n + 41 \) for \( n = 1 \). Show more…
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Prove the statement (if it is true) or disprove the statement using a counterexample (if it is false). If n is a positive integer, then n2 + n + 41 is prime.
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