Domain describes the x values on a graph, Range describes the y values. Domain is the independent value, making range the dependent value.

True. The independent variable exists in a domain of values, and the dependent value has a range of values.

That's correct! In mathematics, when we talk about functions or graphs, domain refers to the set of possible values for the input variable (usually represented by x), while the range represents the set of possible values for the output variable (usually represented by y).

The domain is often referred to as the "independent variable" because it is the variable that you have control over. It is the set of values you can choose from to input into the function or plot on the x-axis of a graph.

On the other hand, the range is often called the "dependent variable" because it depends on the values of the domain. After applying the function to the input values, the resulting output values make up the range. The range is typically plotted on the y-axis of a graph.

To determine the domain and range of a function, you can follow these steps:

1. Examine the given function or graph to see if there are any restrictions on the input values. For example, if there are square root operations or denominator expressions, these may impose limitations on the domain.
2. Determine the set of possible input values that satisfy any restrictions. This will give you the domain.
3. Examine the possible output values by evaluating the function for different input values within the domain.
4. Collect all the resulting output values to determine the range.

By understanding the relationship between the domain and range, you can gain insights into the behavior and characteristics of functions and graphs.