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How To Find The Inverse of a Function
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This algebra 2 and precalculus video tutorial explains how to find the inverse of a function using a very simple process. First, replace f(x) with y. Next, switch x with y. Finally, solve for the y variable and that's it. This video contains examples and practice problems that include fractions, radicals, square roots, cube roots, linear functions, and cubic functions.
Full-Length Math & Science Videos:
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Introduction to Functions:
Evaluating Functions:
Increasing and Decreasing Functions:
Relative Maximum and Minimum Values:
Domain and Range From a Graph:
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Average Rate of Change of a Function:
Evaluating Piecewise Functions:
Graphing Piecewise Functions:
How To Evaluate Composite Functions:
Evaluating Composite Functions - Data Table:
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How To Find The Inverse of a Function:
Verifying Inverse Functions:
Horizontal Line Test - One to One Functions:
Graphing Inverse Functions:
Composite Functions and Inverse Functions:
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Even and Odd Functions:
Transformations of Functions:
Linear Functions:
Functions and Graphs - Practice Problems:
Functions - Test Review:
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Final Exams and Video Playlists:
Full-Length Math & Science Videos:
___________________________________
Introduction to Functions:
Evaluating Functions:
Increasing and Decreasing Functions:
Relative Maximum and Minimum Values:
Domain and Range From a Graph:
______________________________________
Average Rate of Change of a Function:
Evaluating Piecewise Functions:
Graphing Piecewise Functions:
How To Evaluate Composite Functions:
Evaluating Composite Functions - Data Table:
__________________________________
How To Find The Inverse of a Function:
Verifying Inverse Functions:
Horizontal Line Test - One to One Functions:
Graphing Inverse Functions:
Composite Functions and Inverse Functions:
_____________________________________
Even and Odd Functions:
Transformations of Functions:
Linear Functions:
Functions and Graphs - Practice Problems:
Functions - Test Review:
_____________________________________
Final Exams and Video Playlists:
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