Create a logarithmic function, f(x), that satisfies each of the following properties: f(x) has a vertical translation that is double the vertical translation of f-1(x)(its inverse). Has an odd numbered base that is the reciprocal of the function’s x-intercept Whose domain is {x|x
Create a logarithmic function, f(x), that satisfies each of the following properties: f(x) has a vertical translation that is double the vertical translation of f-1(x)(its inverse). Has an odd numbered base that is the reciprocal of the function’s x-intercept Whose domain is {x|x
Chapter2: Functions And Their Graphs
Section2.3: Analyzing Graphs Of Functions
Problem 4ECP
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- Create a logarithmic function, f(x), that satisfies each of the following properties:
- f(x) has a vertical translation that is double the vertical translation of f-1(x)(its inverse).
- Has an odd numbered base that is the reciprocal of the function’s x-intercept
- Whose domain is {x|x<a} for some real number a
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