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. Graphing Strategy Step 1 Analyze f() (i) Find the domain of f. (i) Find the intercepts. (i) Find asymptotes . Step 2 Analyz
1. Follow the graphing strategy and analyze the function f(x). State all pertinent information 2. Follow the graphing strateg
. Graphing Strategy Step 1 Analyze f() (i) Find the domain of f. (i) Find the intercepts. (i) Find asymptotes . Step 2 Analyze f() Find critical numbers of f. Construct a sign chart for f(z), determine the intervals on which f is increasing and decreasing, and find local maxima and minima of ? . Step 3 Analyze f () Find the partition number of f. Construct a sign chart for f"(a),. determine the intervals on which the graph of f is concave upward and cancave downward, and find the inflection points of f. Step 4 Sketch the graph of f Skotch in what you know from steps 1-3. Plot additional points as needed and complete the sketch.
1. Follow the graphing strategy and analyze the function f(x). State all pertinent information 2. Follow the graphing strategy and analyze the function h(a) State all pertinent information 3. Follow the graphing strategy and analyze the function g(x) - ze-. State all pertinent information 4. Find the absolute maximum and absolute minimum of f(x) 3 -12r on each intervals: and sketch the graph of f. and sketch the graph of h. and sketch the graph of g. (B) I-3,3] 5. Find the local maxima and minima for each function. (A) f(x)-9224z-10 (B) f(x) = ez-5Z (C) f(a) 10r 24z 15r 6. Find absolute extrema of each function on (0, 0o) (A) f(a)- 12-z- (B) f(a)-5In-a Optimization 7. A homeowner has a S 320 to spend on building a fence around a rectangular garden. Three sides are con- structed with wire fencing at cost S 2 per foot. The fourth side is constructed with wood fencing at cost S8 per foot.Find the dimension and area of the largest garden that can be enclosed with S 320 worth of fencing 8. Refer to problem 7. The homeowner wants to increase the area of the garden to 1250 square foet.Assume that the cost of fencing remains unchanged, find the minimum cost of fencing the garden with area 1250 square feet and its dimensions 9. The total cost of manufacturing a markers for a company is C(X)-90,000+30x What is the company's maximum profit? What should the company charges for each markers, and how many markers should be produced?
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Domain tohere foanc fion of Ster 2 Wo crofi f (x) : カ - local maximum-NoneSkr-3 (t-x)3 . No . Dom (o,o)

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