Question

consider function f. complete the statements describing the discontinuities of function f.
function f has a vertical asymptote at _
_
function f has a hole at ×= _
the end behavior of function f is described by _ asymptote​

Answer 1

Answer:look at image

Step-by-step explanation:

Answer 2

The correct statements about the function are:

• Function f has a vertical asymptote at $x=-1$.
• Function f has a hole at $x=-3$.
• The end behavior of function f is described by oblique asymptote​.

The given graph represents the function f.

By viewing the graph, following details can be concluded:

• The function is a discontinuous function.
• The function forms a vertical asymptote at $x=-1$.
• The function also forms an oblique asymptote which leads to negative and positive infinity. This represents the end behavior of the function.
• The function has a hole at $x=-3$ where it is discontinuous also.

Therefore, the correct statements about the function are:

• Function f has a vertical asymptote at $x=-1$.
• Function f has a hole at $x=-3$.
• The end behavior of function f is described by oblique asymptote​.

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https://brainly.com/question/11808280