Question 1

What is the value of $$\lim_{x 	o -6^-} f(x)$$ based on the graph provided?

Accepted Answer

$$-2$$

Question 2

What is the value of $$\lim_{x 	o -6^+} f(x)$$ based on the graph provided?

Accepted Answer

$$1$$

Question 3

What is the value of $$\lim_{x 	o -6} f(x)$$ based on the graph provided?

Accepted Answer

The limit does not exist

Question 4

What is the value of $$\lim_{x 	o -4^-} f(x)$$ based on the graph provided?

Accepted Answer

$$-\infty$$

Question 5

What is the value of $$\lim_{x 	o -4^+} f(x)$$ based on the graph provided?

Accepted Answer

$$\infty$$

Question 6

What is the value of $$\lim_{x 	o -4} f(x)$$ based on the graph provided?

Accepted Answer

The limit does not exist

Question 7

What is the value of $$\lim_{x 	o -1^-} f(x)$$ based on the graph provided?

Accepted Answer

$$1$$

Question 8

What is the value of $$\lim_{x 	o -1^+} f(x)$$ based on the graph provided?

Accepted Answer

$$5$$

Question 9

What is the value of $$\lim_{x 	o -1} f(x)$$ based on the graph provided?

Accepted Answer

The limit does not exist

Question 10

What is the value of $$\lim_{x 	o 2} f(x)$$ based on the graph provided?

Accepted Answer

$$5$$

Question 11

What is the value of $$\lim_{x 	o 4} f(x)$$ based on the graph provided?

Accepted Answer

The limit does not exist

Question 12

Which of the following is a vertical asymptote of $$f(x)$$ based on the graph provided?

Accepted Answer

$$x = -4$$

Question 13

Is $$f(x)$$ continuous at $$x = 4$$ based on the graph provided? If not, which condition fails?

Accepted Answer

No, the function is not continuous at $$x = 4$$ because $$\lim_{x 	o 4} f(x)$$ does not exist.

Calculus Practice Test 1 – Step-by-Step Study Guidance

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