p 3. Let p be an odd prime. Suppose that –1F, admits a square root p in F. Prove that \pl = 4, and then deduce using Pro
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p 3. Let p be an odd prime. Suppose that –1F, admits a square root p in F. Prove that \pl = 4, and then deduce using Pro
p 3. Let p be an odd prime. Suppose that –1F, admits a square root p in F. Prove that \pl = 4, and then deduce using Problem 2 that p=1 (mod 4). =
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