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lessons 2-9
| Question | Answer |
|---|---|
| Vertical stretch/shrink | when a function is multiplied by a constant, a. if a is between 0 and 1, there is a vertical shrink or compression. if a is greater than 1 then it's a vertical stretch |
| Horizontal stretch/shrink | when a function |
| horizontal translation left/right | |
| vertical translation up/down | |
| reflection across x-axis | |
| reflection across y-axis | |
| rigid transformation | |
| nonrigid transformation | |
| piecewise function | |
| evaluate | |
| vertical line test | |
| increasing | |
| decreasing | |
| bondedness | |
| bounded above | |
| bounded below | |
| bounded | |
| unbounded | |
| bounded on an interval | |
| extrema | |
| local | |
| absolute | |
| maximum | |
| minimum | |
| composition of functions | |
| not commutative | |
| restricted domain | |
| decomposition | |
| inverse relation | |
| horizontal line test | |
| one-to-one | |
| inverse function | |
| f-1(x) | f inverse |
| inverse reflection principle | |
| inverse composition rule |