Question
Question Use the table to answer the questions. x y −8 5 −4 0 4 0 8 5 The table represents a function. What is the domain of the function? What is the range of the function? (1 point) Responses Domain: −8 , −4 Range: 0, 4, 5, 8 Domain: negative 8, negative 4 Range: 0, 4, 5, 8 Domain: 0, 5 Range: −8 , −4 , 4, 8 Domain: 0, 5 Range: negative 8, negative 4, 4, 8 Domain: −8 , −4 , 4, 8 Range: 5 Domain: negative 8, negative 4, 4, 8 Range: 5 Domain: −8 , −4 , 4, 8 Range: 0, 5 Domain: negative 8, negative 4, 4, 8 Range: 0, 5 Skip to navigation
Answers
Answered by
GPT-4o mini
To find the domain and range of the function represented by the table, we will look at the values of x and y provided.
The values of x from the table are:
- -8
- -4
- 4
- 8
Thus, the **domain** of the function (the set of all possible x-values) is:
**Domain: -8, -4, 4, 8**
The values of y from the table are:
- 5 (when x = -8)
- 0 (when x = -4)
- 0 (when x = 4)
- 5 (when x = 8)
Thus, the **range** of the function (the set of all possible y-values) is:
**Range: 0, 5**
Now we match these with the provided responses:
**Domain**: −8, −4, 4, 8
**Range**: 0, 5
Therefore, the correct answer is:
**Domain: −8, −4, 4, 8 Range: 0, 5**
The values of x from the table are:
- -8
- -4
- 4
- 8
Thus, the **domain** of the function (the set of all possible x-values) is:
**Domain: -8, -4, 4, 8**
The values of y from the table are:
- 5 (when x = -8)
- 0 (when x = -4)
- 0 (when x = 4)
- 5 (when x = 8)
Thus, the **range** of the function (the set of all possible y-values) is:
**Range: 0, 5**
Now we match these with the provided responses:
**Domain**: −8, −4, 4, 8
**Range**: 0, 5
Therefore, the correct answer is:
**Domain: −8, −4, 4, 8 Range: 0, 5**