What is the domain of this function? (8,–1)(7,–11)(–4,10)(4,3) Choices: [[{–4,4,7,8}][{–11,–1,3,10}][{3,4,7,8}][{–7,–4,4,8}]]

Identifying the domain: We have: (8,–1), (7,–11), (–4,10), (4,3) In a function, which set of values represents the domain? The domain of a function is the set of all possible x-values.Selecting the x-values: We have: (8,–1), (7,–11), (–4,10), (4,3) Choose the x-values. (8,–1), (7,–11), (–4,10), (4,3) Choose the first number from each ordered pair. x-values: 8, 7, –4, 4Determining the domain for the function: We have: (8,–1), (7,–11), (–4,10), (4,3) x-values: 8, 7, –4, 4 Choose the domain for the function. (8,–1), (7,–11), (–4,10), (4,3) x-values: 8, 7, –4, 4 Domain: {–4,4,7,8}

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What is the domain of this function? $\newline$ $(8,–1)(7,–11)(–4,10)(4,3)$ $\newline$ Choices: $\newline$ $(A)\{–4,4,7,8\}\newline$ $(B)\{–11,–1,3,10\}\newline$ $(C)\{3,4,7,8\}\newline$ $(D)\{–7,–4,4,8\}$

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Q. What is the domain of this function?

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(8,–1)(7,–11)(–4,10)(4,3)

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Choices:

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(A)\{–4,4,7,8\}\newline

(B)\{–11,–1,3,10\}\newline

(C)\{3,4,7,8\}\newline

(D)\{–7,–4,4,8\}

Identifying the domain: We have: $\newline$ $(8,–1), (7,–11), (–4,10), (4,3)$ $\newline$ In a function, which set of values represents the domain? $\newline$ The domain of a function is the set of all possible $x$ -values.
Selecting the x-values: We have: $\newline$ $(8,–1), (7,–11), (–4,10), (4,3)$ $\newline$ Choose the x-values. $\newline$ $(8,–1), (7,–11), (–4,10), (4,3)$ $\newline$ Choose the first number from each ordered pair. $\newline$ x-values: $8, 7, –4, 4$
Determining the domain for the function: We have: $\newline$ $(8,–1), (7,–11), (–4,10), (4,3)$ $\newline$ x-values: $8, 7, –4, 4$ $\newline$ Choose the domain for the function. $\newline$ $(8,–1), (7,–11), (–4,10), (4,3)$ $\newline$ x-values: $8, 7, –4, 4$ $\newline$ Domain: ${–4,4,7,8}$