(b) Let p 3, 5, 7 be a prime. Prove that there are infinitely many integers n satisfying the congruence n· (315)” + 2022

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answerhappygod
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(b) Let p 3, 5, 7 be a prime. Prove that there are infinitely many integers n satisfying the congruence n· (315)” + 2022

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B Let P 3 5 7 Be A Prime Prove That There Are Infinitely Many Integers N Satisfying The Congruence N 315 2022 1
B Let P 3 5 7 Be A Prime Prove That There Are Infinitely Many Integers N Satisfying The Congruence N 315 2022 1 (11.95 KiB) Viewed 29 times
(b) Let p 3, 5, 7 be a prime. Prove that there are infinitely many integers n satisfying the congruence n· (315)” + 2022 = 0 (mod p).
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