1. The question "Is the question a function?" is somewhat ambiguous, but generally, a function is a relation where each input has exactly one output. 2. To determine if a mathematical object is a function, we check if for every input value, there is only one corresponding output value. 3. For example, the equation $y = 2x + 3$ is a function because each $x$ gives exactly one $y$. 4. If a relation assigns multiple outputs to a single input, it is not a function. Thus, without a specific equation or relation provided, we cannot definitively say if "the question" or any given relation is a function or not. Please provide the relation or equation to determine if it is a function.