1. What are the three types of asymptotes? 2. Describe a method for finding each type. 3. True or false: A rational function cannot have BOTH a vertical and a horizontal asymptote. 4. True or false: A rational function cannot have BOTH a horizontal and a slant asymptote. 5. Do problem # 100, page 379. Note: The average function is C(x)/ x. #100= A company that manufactures running shoes shoes a fixed monthly cost of 300.000 dollar. It costs 30 dollar to produce each pair of shoes. a.Write the cost function,C, of producing x pairs of shoes. b. Write the average cost function,C(it has – above.)of proding x pairs of shoes. c.Find and interpret C(has – above)(1000), C(has also – above)(10,000)and C( – above too)(100,000) d.What is the horizontal asymptote for the graph of the average cost function, C(- above)? Describe what this represents for the company.