why do the zeroes of the polynomial are decided the degree of the polynomial?
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Step-by-step explanation:
Because the zero polynomial has no non-zero terms, the polynomial has no degree. Hence, option (D) "Not defined" is the correct answer. Note: Any constant value can be considered as a constant polynomial. However, the degree of non-zero constant polynomials is 0.
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Answer:
The number of roots is the same as the largest exponent of the polynomial function. Furthermore, if the polynomial function has degree, this means that the function has number of roots.
Answer provided by Gauthmath.
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