Question: Let f (m) be the following piecewise-de ned function whose graph Is shown below: 2z+4 ;m a Where S (x) = L (a ) =

 Let f (m) be the following piecewise-de ned function whose graphIs shown below: 2z+4 ;m a Where S (x) = L (a) = and a : b. Find lim F (x)= c-+30 QuestionHelp: Written Example Message instructor D Post to forum SubmitThe function h(x) is given in the following graph. 10 6 4- 2- 10-8 -6 -4 - 2 2 4 6 8 16 -2 -4- - 6- -8 -10 a. What is the limit as xgoes to infinity? b. What is the limit as x goes to1? Question Help: Message instructor D Post to forum Submit\fEvaluate the limit5 + 6x lim C-+0o 0 5 - 8x Question Help: B
Written Example Message instructor D Post to forum SubmitFind the vertical asymptoteof the graph of: 4p E(P) = 20 - 4p p QuestionHelp: Written Example Message instructor D Post to forum SubmitDrosselmeyer Inc. producesnutcrackers. The fixed costs are $2300 and the variable cost is $20.00per nutcracker. So the average cost function is C(x) = 2300 +20x a. What is the average cost to produce 100 nutcrackers? $b. Find the limit. lim C (x) = c. Find the horizontalasymptote for the graph of C (x). y = Question Help: Messageinstructor D Post to forum SubmitThe graph of a function f (:3)Is shown below. 5 4 .5 4 Find the value(s) of a:

Let f (m) be the following piecewise-de ned function whose graph Is shown below: 2z+4 ;m a Where S (x) = L (a ) = and a : b. Find lim F (x)= c-+30 Question Help: Written Example Message instructor D Post to forum SubmitThe function h (x) is given in the following graph. 10 6 4- 2- 10 -8 -6 -4 - 2 2 4 6 8 16 -2 - 4- - 6- -8 -10 a. What is the limit as x goes to infinity? b. What is the limit as x goes to 1? Question Help: Message instructor D Post to forum Submit\fEvaluate the limit 5 + 6x lim C-+0o 0 5 - 8x Question Help: B Written Example Message instructor D Post to forum SubmitFind the vertical asymptote of the graph of: 4p E(P) = 20 - 4p p Question Help: Written Example Message instructor D Post to forum SubmitDrosselmeyer Inc. produces nutcrackers. The fixed costs are $2300 and the variable cost is $20.00 per nutcracker. So the average cost function is C(x) = 2300 + 20x a. What is the average cost to produce 100 nutcrackers? $ b. Find the limit. lim C (x) = c. Find the horizontal asymptote for the graph of C (x). y = Question Help: Message instructor D Post to forum SubmitThe graph of a function f (:3) Is shown below. 5 4 .5 4 Find the value(s) of a: where the function is not continuous. m =:] Question Help: Q Written Example E Message instructor D Post to forum Evaluate ' \"+5 S 11111 Hoo a: Question Help: Q Written Example 8 Message instructor D Post to forum

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