Answer Happy

PROBLEM A Complete a function analysis worksheet for the function e f(x)= ed* (x-1) All work must be supported and justified. Please use Symbolab or Wolfram to produce and simplify derivatives - I do not want those done by hand. You may also use Symbolab/Wolfram to solve for critical values and potential inflection points if needed. As part of the analysis though, be sure to clearly indicate WHAT you are solving when you solve it! At the end, do NOT make a by-hand graph! Instead, make a NICE, PROFESSIONAL DESMOS GRAPH with all the interesting bits labeled. Make sure your graph view is appropriately scaled to capture all the essential features of the function. 1. What class is it? What is the domain? 2. Give equations of all VA's and coordinates of holes. Support with limits. 3. Give equations of all HA's or oblique asymptotes. Support with limits. 4. Get Derivaties 5. Critical values of f'(x) 6. Interval test number line to test the sign of f'(x) 7. f"(x) - Solve as appropriate for potential inflection points 8. Set up interval test number line to test the sign of f"(x) 9. Using your information from f'(x), give the interval on which f is increasing, and the interval on which f is decreasing 10. Using your information from f"(x), give the interval on which f is concave up, and the interval on which f is concave down.