| Question |
 |
|
| Answer |
 |
|
| Relation |
A mathematical relationship between quantities |
| Function |
A rule of correspondence that matches each item from one set with exactly one item from another set. |
| Domain |
The set of all possible inputs for a function |
| Range |
The set of all possible outputs for a function |
| Inverse of a Function |
Acts like an "Undo" function. If your function mapped 2 to 5, this would map 5 back to 2. |
| Opposites |
x and -x |
| Reciprocals |
x and 1/x |
| One-to-one function |
Each input corresponds to only one output and each output to only one input. The input and output are "married". |
| Recursive Function |
This type of function defines the value of an output in terms of prior outputs. It refers back. |
| First Differences |
Found by subtracting consecutive terms in a sequence. If these are all equal, the sequence has a linear model. |
| Second Differences |
Are found by subtracting consecutive first differences. If these are all equal, the sequence has a quadratic model. |
| Compound or Piece-wise Defined Function |
A function that has different rules that apply for different types of inputs. |
| Composition of Functions |
To arrange functions in a specific order. For example: First plug into f, then plug your result into g. |
| Dependent Variable |
A quantity whose value is based upon the value of another quantity. |
| |
|