Mathematics Algebra Number Theory 592313
Euler's Criterion to Determine Quadratic Residue Modulo p
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Use Euler's Criterion to determine whether a is a quadratic residue modulo p in each of the following instances:
(a) a = 2, p = 5; (b) a = 4, p = 7;
(c) a = 3, p = 11; (d) a = 6, p = 13.

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This solution explains the condition that a number a to be a quadratic residue modulo p.

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