Question: f(x)= log (x^10) The domain is ____ ( interval notation). The range is ____( interval notation). Where is f(x)= log(x^10) continuous? A. The function is

f(x)= log (x^10) The domain is ____ ( interval notation). The range is ____( interval notation). Where is f(x)= log(x^10) continuous? A. The function is discontinuous at ____( simplify your answer. type an equation. Use a comma to separate answers as needed). B. The function is continuous over its entire domain. Is f(x)= log(x^10) increasing or decreasing over the domain? select the correct choice. A. Decreasing. B. Increasing. C. Decreasing on the interval ___ and increasing on the interval __. What are the vertical asymptotes of f(x)= log(x^10) ? select the correct choice. A. The vertical asymptote(s) is/are _____.( simplify your answer. type an equation. use a comma to seperate answers as needed.). B. There is no vertical asymptote. What are the horizontal asymptotes of f(x)= log(x^10)? select the correct choice. A. The horizontal asymptote(s) is/are ____.( simplify your answer. type an equation. use a comma to separate answers as needed.). B. There is no horizontal asymptote. Determine the end behavior of f(x)= log(x^10): lil x> infinity f(x)= ____ and lim x> negative infinity f(x)= ___

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