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Proof — Certainly 1 and −1, when squared modulo n, always yield 1It remains to show that there are no other square roots of 1 modulo nThis is a special case, here applied with the polynomial X 2 − 1 over the finite field Z/nZ, of the more general fact that a polynomial over some field has no more roots than its degree (this theorem follows from the existence of an Euclidean division. ᕙ(B＠R°Õ K°É＠Ñ)ᕙ (H° È~͜Åʖ~RᕙT, (@tauheedrehman2) on TikTok 33K Likes 13K Fans ÃẞÅLÃMÕ ÁLÍKÚM (๑♡⌓♡๑)(๑♡⌓♡๑) WÈLÇÓMÉ💯FRÌÈÑDẞ 💢ØÑLY😺ẞMÍLÈ🌹💢. B R Õ K É Ñ H É Ã R T, Islamabad, Pakistan 211 likes · 6 talking about this Video Creator.

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