Question

4) Identify the following key features/properties using intervals only: intervals when the function is positive/negative, intervals when the function is increasing/decreasing, intervals when the slope of the function is positive/negative, and intervals when the slope of the function is increasing/decreasing do the questions.) All calculations must be performed using exact values (fractions and radicals) cm Part A - Knowledge/Understanding and Application, Making Connections 1) Sketch the rational function f(x) hand: domain, intercepts, asymptotes, and behavior near the asymptotes. You would notice that there is one optimum value needed before we can sketch the curve. 在2x2-11x-12 by first analyzing its key features properties by n and justify your reasons for saying yes or no. You may choose to show calculations or just explain clearly with words. Now, type the function onto DESMOS and check the optimum value. What is the optimum value? Is it a maximum or minimum? Was your prediction correct? Justify why you were correct or not. 3) State the range of the function. Identify the following key features/properties using intervals only: intervals when the function is positive/negative, intervals when the function is increasing/decreasing, intervals when the slope of the function is positive/negative, and intervals when the slope of the function is increasing/decreasing.

Answer 1

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