Final answer:
The term 'Input' is not equivalent to 'Range', 'y-values', or 'Dependent', as it typically refers to the independent variable in mathematical functions, whereas the other terms refer to the outcomes or results of those functions.
Step-by-step explanation:
Among the options provided, 'c. Input' is not the same as the other three. The terms range, y-values, and dependent all refer to the output or the result of a function in a mathematical context, typically on the y-axis of a graph. The 'Input', on the other hand, usually refers to the independent variable, which is the variable that we change to see how it affects the dependent variable. This independent variable is often represented on the x-axis of a graph.
In an experimental setting, the independent variable is the one that is directly manipulated or controlled by the person conducting the experiment, while the dependent variable is the one that changes as a result of the manipulation of the independent variable. For instance, if we are studying the effect of hours of study (independent variable) on test scores (dependent variable), the hours of study would be considered the input and the test scores would be considered as the range or y-values, which also means they are the dependent variable upon the independent variable.