Question

Use the diagram to find the domain and range of f.
6
15
7
23
19
f
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Part 1
The domain is ​{
  
enter your response here​}.

Answer 1

To determine the domain and range of a function \( f \), you typically need a diagram that shows the sets of input values (domain) and corresponding output values (range).

Given that I don't have access to the diagram you are referring to, I can provide you with some general guidance on how to find the domain and range:

### Domain
The domain of the function consists of all the input values for which the function is defined. In a diagram, these are the values that map to an output in the function.

To find the domain:
1. Look for all input values (the x-values) indicated in the diagram.
2. List these values in set notation.

### Range
The range of the function consists of all output values produced by the function from the input values in the domain.

To find the range:
1. Identify all output values (the y-values) shown in the diagram.
2. List these values in set notation.

### Example
If you have specific values (like the numbers you provided: 6, 15, 7, 23, 19), you might interpret them this way:

- If 6 corresponds to an input, it would be part of the domain.
- If 15, 7, 23, and 19 correspond to outputs, they would be part of the range.

Assuming:

- Domain: {6, 7}
- Range: {15, 19, 23}

Your answer would be:
- Domain: {6, 7}
- Range: {15, 19, 23}

If you provide more specific details or context from the diagram, I can help you find the exact domain and range of the function \( f \).