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Which of the following describes the graph of a radical function with one vertical asymptote at x=a

Which of the following describes the graph of a radical function with one vertical-example-1
User Granger
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1 Answer

4 votes

An asymptote is a line that the graph approaches but never touches.

Asymptote at x= a is a vertical asymptote.

So, the correct options is:

From left to right, the function decreases sharply as it approaches x=a. From right to left the function increases sharply as it approaches x=a.

User Hirowatari
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