Chapter 2.1, Problem 28E

(11 points) Use the given graph of the function g to find the following limits: 1. lim g(x): = x→2 2. lim g(x) = x→2+ 3. lim g(x) = x→2 4. lim g(x) = x→0 5. g(2) = 110 help (limits)

Based on the example, state whether each statement is true or false. |x−2|<1 implies (C)   |f(x)−1|<ϵ  implies (D)   (D) implies (C)   (C) implies (D)   (D) implies  |f(x)−1|<ϵ

5х - 1, X 3

limit

Compute and write a sentence explaining how you computed the limits. (seen in attached image)

Evaluate each limit. (Use a “*” to indicate a L’Hospital’s step.)

Figure out that this statement is true or false? if is false explain why?  by using example, and if it is true explain why? When lim x → a f ( x )  exists, the limit is always equal to f ( a ) - Is this statement true or false?

determine the limit of the graph below

c) lim X+0 \ex-1 X.