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Given: Universal Set U=2,5,7,9,10 Subset B = 2 What is the complement of Set B in Set U? {2,5,7,9,10} {5,7,9,10} {2,5,7,10} {2}

Given:\newlineUniversal Set U=2,5,7,9,10 \mathrm{U}=2,5,7,9,10 \newlineSubset B = 22\newlineWhat is the complement of Set B in Set U?\newline{2,5,7,9,10} \{2,5,7,9,10\} \newline{5,7,9,10} \{5,7,9,10\} \newline{2,5,7,10} \{2,5,7,10\} \newline{2} \{2\}

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Q. Given:\newlineUniversal Set U=2,5,7,9,10 \mathrm{U}=2,5,7,9,10 \newlineSubset B = 22\newlineWhat is the complement of Set B in Set U?\newline{2,5,7,9,10} \{2,5,7,9,10\} \newline{5,7,9,10} \{5,7,9,10\} \newline{2,5,7,10} \{2,5,7,10\} \newline{2} \{2\}
  1. Identify Set U Elements: Identify elements in Set U but not in Subset B.\newlineCalculation: U−B={2,5,7,9,10}−{2}U - B = \{2,5,7,9,10\} - \{2\}
  2. Calculate Set U−BU - B: List the elements that are not in Subset BB.\newlineCalculation: Complement of B={5,7,9,10}B = \{5,7,9,10\}

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