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Given:
Set 
A=7,9,11
Set 
B=3,7,8
What is 
A uu B ?

{7}

{3,7,8,9}

{3,7,8,9,11}

{9,11}

Given:\newlineSet A=7,9,11 A=7,9,11 \newlineSet B=3,7,8 B=3,7,8 \newlineWhat is AB A \cup B ?\newline{7} \{7\} \newline{3,7,8,9} \{3,7,8,9\} \newline{3,7,8,9,11} \{3,7,8,9,11\} \newline{9,11} \{9,11\}

Full solution

Q. Given:\newlineSet A=7,9,11 A=7,9,11 \newlineSet B=3,7,8 B=3,7,8 \newlineWhat is AB A \cup B ?\newline{7} \{7\} \newline{3,7,8,9} \{3,7,8,9\} \newline{3,7,8,9,11} \{3,7,8,9,11\} \newline{9,11} \{9,11\}
  1. List Elements Set A and B: First, list all the elements in Set A and Set B without repeating any numbers.\newlineA={7,9,11}A = \{7, 9, 11\}\newlineB={3,7,8}B = \{3, 7, 8\}
  2. Combine Unique Elements: Now, combine all the unique elements from both sets to form the union. AB={3,7,8,9,11}A \cup B = \{3, 7, 8, 9, 11\}
  3. Check for Repeats: Check to make sure no numbers are repeated and all numbers from both sets are included.\newlineLooks good, no repeats and all numbers from AA and BB are there.

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