Consider the table representing a rational function. Which equation could represent a vertical asymptote of the graph of the fun

Answer:

x = -1

Detailed explanation:

From the table, it is evident that when x = -1, the function is undefined, indicating that there is a restriction on the rational function, represented as an asymptote on the graph.

Essentially, this rational function has a single asymptote located at x = -1, noted as a vertical asymptote, since equations of the type x = k define vertical lines, parallel to the vertical axis.

Thus, the correct answer is the third option.

Answer:

(C) x= -1

In-depth explanation:

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