A graph of ordered pairs A rule that assigns to each input exactly one output All of the choices are correct An input and corresponding output

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All of the choices you've listed correctly describe aspects of a **function** in mathematics. Here's how each option relates to the definition of a function:

1. **A graph of ordered pairs**:
   - A function can be represented graphically as a set of ordered pairs $$(x, y)$$, where each $$x$$ (input) is paired with exactly one $$y$$ (output). The graph visually demonstrates this one-to-one relationship.

2. **A rule that assigns to each input exactly one output**:
   - This is the fundamental definition of a function. It specifies that for every input value, there is precisely one corresponding output value.

3. **An input and corresponding output**:
   - This emphasizes the basic relationship in a function, where each input (often represented by $$x$$) is linked to a single output (often represented by $$y$$).

4. **All of the choices are correct**:
   - Since each of the above statements accurately describes a function, this option acknowledges that all provided descriptions are valid.

**Conclusion:**  
**All of the choices are correct**. Each option accurately represents a different aspect of what constitutes a function in mathematics.
All the choices correctly describe a function.

A graph of ordered pairs A rule that assigns to each input exactly one output All of the choices are correct An input and corresponding output

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