Question: Is the function below continuous for all real numbers? Question 1Select one: a. The function is continuous for all real numbers since it can yield

Is the function below continuous for all real numbers? Question 1Select one: a. The function is continuous for all real numbers since it can yield both positive and negative values. b. The functions is not continuous since there are restrictions for its domain values. c. The function is continuous for all real numbers since it will always be defined for any value of x. d. The function is continuous for all real numbers since it involves a cubic function.

f (x) = (x -5)3 (x2 +4) 5

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