Number of zeroes in any polynomial is always more than its degree
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N, IF DEGREE'S POWER THAN IT WILL BE CONSIDERED AS 1.
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The only polynomial with real or complex coefficients with more roots than its degree is the zero polynomial, . Every number is a root of the zero polynomial. Over the complex numbers, the Fundamental Theorem of Algebra states that a nonzero polynomial of degree has exactly complex roots if you count multiplicities.
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