Determine the range of the following graph:
x
y
x
y
Answer
Attempt 2 out of 2
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\phi
ϕ
or
or
union
∪
infinity
∞
is less than
<
is greater than
>
To determine the range of a graph, we need to find the set of all possible y-values that are represented on the graph. However, since only the variables x and y are given, it is not possible to determine the range without any specific values or equations for the graph. The range can vary depending on the specific function or relationship between x and y.
To determine the range of the graph, we need to identify the set of possible y-values, which is the vertical axis on the graph.
Since only "x" and "y" are given as the inputs, and there is no specific information about the function or any data points provided, it is not possible to determine the range without more information.
The range of a graph can only be determined when there is specific information about the function or data points.
To determine the range of a graph, we need to find the set of all possible y-values (or outputs) for the corresponding x-values (or inputs) on the graph.
Unfortunately, the information you provided does not include any x-values or y-values, so we cannot determine the range of the graph with certainty. Additionally, the symbols you listed (such as ϕ, ∪, ∞, <, >) do not directly relate to finding the range of a graph.
To find the range of a graph, follow these steps:
1. Identify the points on the graph: Look for any points plotted on the graph. Each point will have an x-value and a y-value.
2. List the y-values: Write down all the y-values corresponding to the given x-values from the points on the graph.
3. Find the minimum and maximum y-values: Identify the smallest and largest y-values from the list obtained in step 2.
4. Determine the range: The range of the graph is the set of all possible y-values. It is given by the interval between the smallest and largest y-values obtained in step 3.
Remember, the range can be written in interval notation (such as [a, b]), inequality notation (such as y ≥ a and y ≤ b), or even as a list of specific values.