- #1

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- TL;DR Summary
- Every polynomial in C of degree n has exactly n roots in C.

How do we prove that every polynomial (with coefficients from C) of degree n has exactly n roots in C?

This is not a homework (I wish I was young enough to have homework) I guess this is covered in every typical undergraduate introductory algebra course but for the time being I can't find my algebra book from my undergraduate studies (25 years ago).

This is not a homework (I wish I was young enough to have homework) I guess this is covered in every typical undergraduate introductory algebra course but for the time being I can't find my algebra book from my undergraduate studies (25 years ago).