Prove or disprove If ac = bc(mod m), then a = b(mod m). If n | m and a = b(mod m), then a = b(mod n). If 3 %3D п(тоd 5), then (n3 — Зп + 2) %3D 0(тоd 5). If n is prime, then 2" – 1 is prime.

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ISBN:9780470458365
Author:Erwin Kreyszig
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Prove or disprove
If ac = bc(mod m), then a = b(mod m).
If n | m and a = b(mod m), then a = b(mod n).
If 3 %3D п(тоd 5), then (n3 — Зп + 2) %3D 0(тоd 5).
If n is prime, then 2" – 1 is prime.
Transcribed Image Text:Prove or disprove If ac = bc(mod m), then a = b(mod m). If n | m and a = b(mod m), then a = b(mod n). If 3 %3D п(тоd 5), then (n3 — Зп + 2) %3D 0(тоd 5). If n is prime, then 2" – 1 is prime.
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