Asked by Josh "Son of Playoffs" Allen
Use the Fundamental Theorem of Algebra to find the number of complex roots of the polynomial, including any repeated roots. 3x5–x2–7
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The polynomial is 3x^5 − x^2 − 7, which is degree 5 (leading coefficient 3 ≠ 0). By the Fundamental Theorem of Algebra it has exactly 5 complex roots counting multiplicity.
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