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1. Describe the key features (domain, range, x-int, y-int, asymptotes) and graph the following function f(x) = 3log,(- 2x + 8) - 6 . Label
1. Describe the key features (domain, range, x-int, y-int, asymptotes) and graph the following function f(x) = 3log,(- 2x + 8) - 6 . Label graph for full marks. [5C] Domain: Range: X- Int: y- int: Asymptotes: Show work completed to find the key features above. (1mark) 2. Given the functions f(x) = log,(2x) and g(x) = log,(x) + 1 [3C] a. Describe the transformations applied to each function. b. How do the graphs of the two functions compare? Explain your answer by referring to logarithmic laws and properties
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