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Transformations of exponential functions and the definition of a logarithm.

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- 1. Logs R Us!
- 2. 1. Find the domain and range of ƒ. 2. Find the horizontal asymptote of the graph. 3. Find the x and y intercepts of the graph of ƒ if there are any. 4. Sketch the graph of ƒ.
- 3. 1. Find the domain and range of f. 2. Find the horizontal asymptote of the graph. 3. Find the x and y intercepts of the graph. of f if there are any. 4. Sketch the graph of f.
- 4. Rewrite each table of values for the inverse of each function ...
- 5. Rewrite each table of values for the inverse of each function ...
- 6. Let's see 2^x Then, sketch the graph of it's inverse ...
- 7. a b=c log b c = a b is the base b is the base a is the exponent a is the (exponent) logarithm c is the power c is the (power) argument A LOGARITHM IS AN EXPONENT
- 8. Write as exponential expressions:
- 9. Solve for x:
- 10. Solve for x:

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