E is one to one find the inverse of a function given

Determine whether or not a function has an inverse (i.e., is one-to-one)
– Find the inverse of a function given a table or equation
– Restrict the domain of a function and then find its inverse
• Module 12: Exponential functions
– Definition and properties of an exponential function
– Domain and range of an exponential function
– Equation of the horizontal asymptote of an exponential function
– Determine whether a set of data is exponential
– Find f ( x ) given exponential data
2

– Find f ( x ) given the graph of an exponential function
– Recognize the natural exponential function
– Change the base in an exponential function
– Solve an exponential equation
• Module 13: Logarithms
– Definition of a logarithmic function
– Write exponential expressions as logarithmic expressions
– Write logarithmic expressions as exponential expressions
– Evaluate a logarithmic expression
– Domain and range of a logarithmic function
– Equation of the vertical asymptote of an logarithmic function
– Recognize the natural and common logarithmic functions
– Change the base of a logarithm
– Solve basic logarithmic equations
• Module 15: Properties of logarithms
– State the six properties of logarithms
– Write logarithmic expressions as a sum or difference of logs
– Write a sum or difference of logs as a single logarithm
– Evaluate a logarithmic expression using the properties of logarithms
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