Use specifically Desmos Graphing Calculator online and either embed screenshots or a link to the graph itself, that is what my assignment requires.  

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f [(x)=√451-38+3240021² marginal cost 2² (3) 4 (√400-3+02² +00020²) (5 2 a) Marginal 100-1X+31 +0.0611³ -3+42 +2461² 500-114 21 Marginal wist at 200 150 ANOTHER FIXED POINT 100 50 -24.4 (35) +0.006 (15)² 2 √40-1/35)+2251²40(ss) 0 FIXED POINT 41 FLOAT POINT 50 100 et crash on desmos 2²(25) MX1-2564 Similarly 4) The graph below is a graphical/numerical method of computing the marginal cost from the cost function given in Problem 1- As is, the graph is set up so that you can get a good idea on what the marginal cost is when a = 25. el (40) = 1.482 Rules meterkav wilt will 14 increased by <¹(46) = 1.4307 le if we 12561 dvd bay increased by $49:27 4. b (b) Modify the graph given (Edit Graph in Desmos) so that you can check your answer in Problem 1 for the marginal cost when = 70. Share your graph here using the "Embed" tool (Insert >> Embed) 1 the Rule CASH Widget cust (a) Your job here is to first make sure you understand how to use/manipulate the set up of this graph, as is, to check your answer for Problem 1 for the marginal cost when z = 25. In words (type your answer). give a description of how you can use this graph to find, at least approximately, what the marginal cost is when = 25- It might help to try and describe the individual entries of the graph, and what they are used for. f [(x)=√451-38+3240021² marginal cost 2² (3) 4 (√400-3+02² +00020²) (5 2 a) Marginal 100-1X+31 +0.0611³ -3+42 +2461² 500-114 21 Marginal wist at 200 150 ANOTHER FIXED POINT 100 50 -24.4 (35) +0.006 (15)² 2 √40-1/35)+2251²40(ss) 0 FIXED POINT 41 FLOAT POINT 50 100 et crash on desmos 2²(25) MX1-2564 Similarly 4) The graph below is a graphical/numerical method of computing the marginal cost from the cost function given in Problem 1- As is, the graph is set up so that you can get a good idea on what the marginal cost is when a = 25. el (40) = 1.482 Rules meterkav wilt will 14 increased by <¹(46) = 1.4307 le if we 12561 dvd bay increased by $49:27 4. b (b) Modify the graph given (Edit Graph in Desmos) so that you can check your answer in Problem 1 for the marginal cost when = 70. Share your graph here using the "Embed" tool (Insert >> Embed) 1 the Rule CASH Widget cust (a) Your job here is to first make sure you understand how to use/manipulate the set up of this graph, as is, to check your answer for Problem 1 for the marginal cost when z = 25. In words (type your answer). give a description of how you can use this graph to find, at least approximately, what the marginal cost is when = 25- It might help to try and describe the individual entries of the graph, and what they are used for.

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Compute the following limit using the method described ... View the full answer