Exponential Functions: Goals
0.00%
Terminology To Know
0.00%
A Review of Exponential Functions
0.00%
Simplifying Numeric Exponentials
0.00%
Properties of Exponentials
0.00%
Unlimited Practice for Properties of Exponentials
0.00%
Practice Solving Exponential Equations 2
0.00%
Properties of the Exponential Function
0.00%
Practice Solving Exponential Equations 1
0.00%
Exponential Growth and Decay
0.00%
Simplifying Numeric Exponentials
0.00%
Logarithmic Functions
0.00%
Terminology To Know
0.00%
Introduction and Notation of Logarithms
0.00%
Practice with Simplifying Numeric Logarithms
0.00%
Logs as Inverse Functions
0.00%
Properties Of Logs
0.00%
Practice with Properties of Logarithms: Expansion
0.00%
Common Mistakes Of Logs
0.00%
Change of Base formula
0.00%
Practice with change of base
0.00%
Examples of Logs
0.00%
Practice with Solving Logarithmic Equations
0.00%
Piecewise Functions
0.00%
Piecewise Functions: The Geometric View
0.00%
Piecewise Functions: The Analytic View
0.00%
Piecewise: Analytic View Practice 1
0.00%
Domains of Piecewise Functions
0.00%
Identify Piecewise Discontinuities
0.00%
Piecewise Functions: Computation
0.00%
Piecewise: Computation Practice 1
0.00%
Absolute Value Functions
0.00%
Absolute Value: Geometric View
0.00%
Modeling Distance Practice 1
0.00%
Absolute Value: Analytic View
0.00%
Absolute Value: Analytic View Practice 1
0.00%
Computing Absolute Values
0.00%
Compute Absolute Value Practice 1
0.00%
Graphing Absolute Values
0.00%
Absolute Value: Solving Equalities
0.00%
Compute Absolute Value Practice 1
0.00%
Rational Functions
0.00%
Terminology To Know
0.00%
What is a rational function?
0.00%
Domain of rational functions
0.00%
Rational Function Domains Practice 1
0.00%
Vertical Asymptotes
0.00%
Holes in Domains of Rational Functions
0.00%
Rational Function Discontinuities Practice 1
0.00%
Horizontal Asymptotes
0.00%
Rational Function Horizontal Asymptote Practice 1
0.00%

Overall
0%

https://ximera.osu.edu/certificate/H4sIAAAAAAACAz2Myw6CMBBFf6XpWugDWqF7desCN%2B5KGRMSoKSPQGL8d1s1ruZm7jn3iRc9A1b4EsEHdPPg8AHHfBTexxmcLq2PJQyR5K8nsunBcCOokZWgR8kr3fdDJZM26JCnOOWioG1Bm44xVbeKi5ILdk%2BEsdH5zJBZG8ZqCvs6WQdhs%2BQXz3ExYbSL7zabjDCGKQunT6tzg%2BwD%2FSlUoKt2AX1pb9ICVvT1Bn4yR9PYAAAA/X%2FVsokuqw5cy7zfb%2F756y2AHXGqd3LJWop8ayeK4Uj8B5JBcqTz%2BjNBnDWJhJE74wia2ce1LlCaQjEV2ZiMPWLrKuepQFa0dMA53MUxXhlmSnzaKJnm7L68lDGalDSwtlb2WAPbw3dmc1NDKfLwMMb87YmmFMzLOg2foMyCAMMqWafDRVu7pWET793hFW%2ByiibuFELrWyRFMO1E%2B6h1Ng90FimaiX4aPxNIyfau6u5XNn5VqKvLtrp2VWf73Gh%2Fqd%2BbNFLrMwO9YZx%2FdMB5n7IB%2BQwd%2Bpb9y67Q9iV7w4hKy7jP0xYYE%2FkrugPSXidlbgj2JXfz%2FKgg2uCC2FyxIdw%3D%3D