In a minimum function

1. 

In a minimum function
[A]. the degree of numerator and denominator are equal
[B]. the degree of numerator and denominator are unequal
[C]. the degree of numerator is one more than degree of denominator
[D]. the degree of numerator is one less than degree of denominator

Answer: Option A

Explanation:

If degrees of numerator and denominator were unequal, a pole or zero can be removed. Such a function cannot be a minimum function. Therefore degrees of numerator and denominator must be equal.

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