ONLY QUESTIONS 8-14:

5} Complete each table below to find each limit {if it exists). d. 13101 f(x) = 6) a. Find g'(0.5): b. Find g'(1.5): c. Explain how you found these answers on your calculator: 7} a. Find f'(1.75): {Store this answer as C] b. Find g'(1.75): c. Using stored values, find: f(1.75) + g(1.75) + f'(1.75) + g'(1.75) {Store this answer as D) d. How could you write out the expression in part c on the home screen without using stored values? e. Why must stored values be used in part c rather than adding the four approximate answers of 4a, 4b, 7a, and 7b? 8} a. Given x) and 3(x), complete the table below regarding f'(x) and 3"(x) over [0,3]: b. Given the values off' (x) and g (x) in the table above, what would be a good window over which to plot f'(x) and 3"(x) on [0, 3]? Xmin: Xmax: Ymin: Ymax: Calculator Skills Practice Name: Period: c. How can you plot f'(x) and g'(x) simultaneously on the calculator without showing x) or 90:) and without solving for f'(x) org'(x) algebraically? d. Graph f'(x) and g'(x) on the calculator over the window you listed in part b. Sketch this graph below: 9] a. Identify where f'(x) = g'(x) onxforx > 0: b. Explain how you did part a on your calculator: 10) According to your solution to f '(x) = 9'00 and the graph shown in number 8d, answer the following: a. Over which intervalis) is the rate of change off(x) less than the rate of change ofg(x)? b. Over which intervalis) is the rate of change of x) greater than the rate of change of g(x)? 11) a. Identify the zerois) of the function g'(x): b. Explain how you did part a on the calculator: 12) According to the graph of 9'00 and your solution to the zeros of g'(x) in number twelve: a. Over which intervals is 3'0!) > D? b. Over which intervals is 9"(x)