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AB,A=All real numbers,B=Even and primeA \cup B, A=\text{All real numbers} , B=\text{Even and prime}

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Q. AB,A=All real numbers,B=Even and primeA \cup B, A=\text{All real numbers} , B=\text{Even and prime}
  1. Define Sets AA and BB: A=A = All real numbers, which includes all even and prime numbers already.
  2. Identify Even and Prime Numbers: BB = Even and prime numbers. The only even prime number is 22, since all other even numbers are divisible by 22 and therefore not prime.
  3. Find Union of Sets AA and BB: Since AA already contains all real numbers, including the number 22, the union of AA and BB is just AA.

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