A rational function f(x)/g(x) is proper when
Adegree of f exceeds degree of g
Bdegree of f equals degree of g
Cg(x) is a plain constant
Ddegree of f is below degree of g
Answer & Solution
Correct answer: D. degree of f is below degree of g
A proper rational function has a numerator of strictly lower degree than the denominator.
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