In order to determine if a set of points or a relation represents a function, we must evaluate whether each input corresponds to exactly one output.
From your input "Top" and "Bottom" with "no" and "yes," it seems like you're presenting a scenario where:
- "Top" is associated with "no"
- "Bottom" is associated with "yes"
If "Top" and "Bottom" are treated as inputs, and "no" and "yes" as outputs, then we can analyze it.
- If "Top" corresponds to one output ("no"), and "Bottom" corresponds to another output ("yes"), then we have two distinct inputs each mapping to one output.
- Since each input has exactly one output, this does represent a function.
Thus, yes, this set does represent a function. If you need further clarification or have another scenario in mind, please provide additional details!