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What's on the worksheet
- Find each value of f or its inverse from the table, or write not defined.f^{-1}(0) + f(0)2f^{-1}(-4)f^{-1}\big(f(4) - 2\big)f\big(f^{-1}(6)\big) - f^{-1}(6)f^{-1}\big(f^{-1}(3) - 4\big)
- Use the tables of g and h to find values involving inverses and compositions.
- Fill every gap in the tables of f and its inverse, then find a composition.
- Word problem: decode a four-digit locker code written with a last-digit rule.
- Word problem: write the inverse table for a shoe size chart and say what it shows.
Teach it first
The free lesson teaches it with worked examples and practice problems.
Inverse from a table or list of pairs: the lesson ›More Chapter 6 worksheets: Combined, composite and inverse functions
- 6.1Adding, subtracting and multiplying functions
- 6.2Dividing functions and the domain of a combination
- 6.3Evaluating a composition from numbers, tables and graphs
- 6.4Composing functions algebraically
- 6.5Domain of a composition
- 6.6One to one functions and the horizontal line test
- 6.7Inverse from a table or list of pairs
- 6.8Finding an inverse from a rule
- 6.9The graph of an inverse
- 6.10Restricting a domain to get an inverse