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What is the domain of this relation? \newline(4,−3)(−3,−10)(−5,5)(9,−2)(9,−1)(4,-3) (-3,-10) (-5,5) (9,-2) (9,-1) \newlineChoices: \newline(A) {−5,−3,4,9}\{-5,-3,4,9\} \newline(B) {−5,−3,4,5,9}\{-5,-3,4,5,9\} \newline(C) {−3,−2,4,9}\{-3,-2,4,9\} \newline(D) {−3,−2,5,9}\{-3,-2,5,9\}

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Q. What is the domain of this relation? \newline(4,−3)(−3,−10)(−5,5)(9,−2)(9,−1)(4,-3) (-3,-10) (-5,5) (9,-2) (9,-1) \newlineChoices: \newline(A) {−5,−3,4,9}\{-5,-3,4,9\} \newline(B) {−5,−3,4,5,9}\{-5,-3,4,5,9\} \newline(C) {−3,−2,4,9}\{-3,-2,4,9\} \newline(D) {−3,−2,5,9}\{-3,-2,5,9\}
  1. Identify xx-values: Identify the xx-values from the ordered pairs: (4,−3)(4,-3), (−3,−10)(-3,-10), (−5,5)(-5,5), (9,−2)(9,-2), (9,−1)(9,-1).\newlinexx-values: 44, −3-3, xx00, xx11, xx11.
  2. Remove duplicates: Remove duplicates and list the xx-values in ascending order to find the domain.\newlineDomain: −5-5, −3-3, 44, 99.
  3. Match with choices: Match the domain with the given choices.\newlineThe correct domain is {−5,−3,4,9}\{-5,-3,4,9\}.

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