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Given:
Set 
A=3,7,9
Set 
B=3,4,11
What is 
A uu B ?

{7,9}

{3,4,9,11}

{3,4,7,9,11}

{3}

Given:\newlineSet A=3,7,9 \mathrm{A}=3,7,9 \newlineSet B=3,4,11 B=3,4,11 \newlineWhat is AB A \cup B ?\newline{7,9} \{7,9\} \newline{3,4,9,11} \{3,4,9,11\} \newline{3,4,7,9,11} \{3,4,7,9,11\} \newline{3} \{3\}

Full solution

Q. Given:\newlineSet A=3,7,9 \mathrm{A}=3,7,9 \newlineSet B=3,4,11 B=3,4,11 \newlineWhat is AB A \cup B ?\newline{7,9} \{7,9\} \newline{3,4,9,11} \{3,4,9,11\} \newline{3,4,7,9,11} \{3,4,7,9,11\} \newline{3} \{3\}
  1. Identify Elements of Set A: Identify the elements of set A. Set A contains the elements 33, 77, and 99.
  2. Identify Elements of Set B: Identify the elements of set B. Set B contains the elements 33, 44, and 1111.
  3. Combine Elements of Sets: Combine the elements of sets AA and BB to form the union.\newlineThe union of two sets includes all the distinct elements from both sets. Therefore, we combine the elements without repeating any.\newlineAB={3,7,9}{3,4,11}={3,7,9,4,11}A \cup B = \{3, 7, 9\} \cup \{3, 4, 11\} = \{3, 7, 9, 4, 11\}
  4. Arrange Elements in Ascending Order: Arrange the elements of the union in ascending order (optional for clarity).\newlineAB={3,4,7,9,11}A \cup B = \{3, 4, 7, 9, 11\}

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