If $P$ is the multiples of 5 below 35 and $Q$ the odd numbers between 14 and 30, then $P\cap Q$ is:

1. List $P$, the multiples of 5 below 35: $\{5,10,15,20,25,30\}$. 2. List $Q$, the odd numbers strictly between 14 and 30: $\{15,17,19,21,23,25\}$. 3. The intersection holds only members appearing in both lists. 4. Checking each element of $P$: 15 and 25 are odd and lie in range; 5 and 10 are below 14, and 20 and 30 are even. 5. So $P\cap Q=\{15,25\}$. _Source: NECTA CSEE 2022 Basic Mathematics 041, Question 3: Sets and Probability_