the graph of a function is given. use the graph to find the indicated limits and function values, or state…

the graph of a function is given. use the graph to find the indicated limits and function values, or state that the limit or function value does not exist. a. lim f(x) x→ - 3⁻ b. lim f(x) x→ - 3⁺ c. lim f(x) x→ - 3 d. f(-3) e. lim f(x) x→ - 1⁻ f. lim f(x) x→ - 1⁺ g. lim f(x) x→ - 1 h. f(-1) i. lim f(x) x→3⁻ j. lim f(x) x→3⁺ k. lim f(x) x→3 l. f(3) b. the limit does not exist d. find f(-3). select the correct choice below and, if necessary, fill in the answer box to complete your choice. a. f(-3)=2 b. f(-3) is undefined. e. find lim f(x). select the correct choice below and, if necessary, fill in the answer box to complete your choice. x→ - 1⁻ a. lim f(x)=□ x→ - 1⁻ b. the limit does not exist

the graph of a function is given. use the graph to find the indicated limits and function values, or state that the limit or function value does not exist. a. lim f(x) x→ - 3⁻ b. lim f(x) x→ - 3⁺ c. lim f(x) x→ - 3 d. f(-3) e. lim f(x) x→ - 1⁻ f. lim f(x) x→ - 1⁺ g. lim f(x) x→ - 1 h. f(-1) i. lim f(x) x→3⁻ j. lim f(x) x→3⁺ k. lim f(x) x→3 l. f(3) b. the limit does not exist d. find f(-3). select the correct choice below and, if necessary, fill in the answer box to complete your choice. a. f(-3)=2 b. f(-3) is undefined. e. find lim f(x). select the correct choice below and, if necessary, fill in the answer box to complete your choice. x→ - 1⁻ a. lim f(x)=□ x→ - 1⁻ b. the limit does not exist

Answer

Explanation:

Step1: Analyze left - hand limit as x→ - 1

To find $\lim_{x\rightarrow - 1^{-}}f(x)$, we look at the behavior of the function as x approaches - 1 from the left - hand side on the graph.

Step2: Determine the value from the graph

As x approaches - 1 from the left, the y - value of the function approaches 1.

Answer:

1