Instructions: Sketch the graphs of the following functions. Write neat solutions. Make sure each solution has the following information, along with the necessary work for each piece of information (if applicable): (a) Domain of f(z). (b) -intercepts and y-intercepts. (c) Vertical asymptotes and holes. (d) Horizontal asymptotes. (e) Intervals where f is increasing and decreasing. (f) Local minima and local maxima. (g) Intervals where f is concave up and concave down. (h) Infection points. (i) Use the above information to sketch the graph of f.
Instructions: Sketch the graphs of the following functions. Write neat solutions. Make sure each solution has the following information, along with the necessary work for each piece of information (if applicable): (a) Domain of f(z). (b) -intercepts and y-intercepts. (c) Vertical asymptotes and holes. (d) Horizontal asymptotes. (e) Intervals where f is increasing and decreasing. (f) Local minima and local maxima. (g) Intervals where f is concave up and concave down. (h) Infection points. (i) Use the above information to sketch the graph of f.
Chapter6: Exponential And Logarithmic Functions
Section6.2: Graphs Of Exponential Functions
Problem 6SE: The graph of f(x)=(1.68)x is shifted right 3 units,stretched vertically by a factor of 2, reflected...
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