Chapter 2.1, Problem 32E

Can you please help fastly, I have only 20minutes, please help me. Thanks in advanced

evaluate using a limit definition of the derivative

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?

(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)

determine the limit graphically and confirm algebraically

II.b Using graph approach. For each item, graph the function f(x). Use the graph to estimate lim f(x), lim f(x), and lim f(x). (x- 2, u? - 4, x<-3 1. S(x) = } a = -3 x2-3' 2. f(x) =: a = 6

Evaluate 1. limit = 2. limit -3 3. limit does not exist 4. limit x + 1 lim x-1 x² – 3x − 4 - 5. limit 6. limit 2|5 1 5 20 5

Determine 1. limit lim x →0 2. limit = 3 3. limit = 5. limit = 1 3 4. limit = -3 6. limit= - 1 2 2 1 3 3x 3 x² - -1/2)

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