If U= set of all whole numbers less than 12, A=set of all whole numbers less than 10, B= Set of all odd natural numbers less than 10, then what is (A ∩ B)'?

If A = {set of whole numbers less than 6} and B = {set of prime natural numbers less than 7}, then _________ .

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If A is the set of the divisors of 15,B is the set of prime numbers less than 10 and C is the set of even numbers smaller than 9, then (A∪C)∩B is the set

The correct option is C {2,3,5} A={1,3,5,15} B={2,3,5,7} C={2,4,6,8} Hence, (A∪C)∩B={2,3,5}

If $A$ is the set of the divisors of $15, B$ is the set of prime numbers less than $10$ and $C$ is the set of even numbers smaller than $9,$ then $(A \cup C) \cap B$ is the set

The correct option is C ${2, 3, 5}$
$A = {1, 3, 5, 15}$
$B = {2, 3, 5, 7}$
$C = {2, 4, 6, 8}$
Hence, $(A \cup C) \cap B = {2, 3, 5}$