1 questions with worked solutions.
Q1. Eight people P, Q, R, S, T, U, V, and W have to attend meetings in October, November, December, and January in this order. In each month, the meeting is on either the 7th or the 14th. Only one person attends the meeting on a given date. T attends the meeting on the 7th of the month which has only 30 days. Only three people attend the meeting between T and V. Two people attend the meeting between V and S. R does not attend the meeting on the 14th of any month. R and P attend the meeting in the same month but not in December. W and S attend the meeting on the same date, but W is not the last one to attend the meeting. Q does not attend the meeting on an even-numbered date. Question: Q attends the meeting on which day?
- November - 14th
- December - 7th
- January - 7th
- November - 7th
Answer: December - 7th
This is a month-date arrangement puzzle. The clue about the 30-day month fixes T on 7th November, and the spacing constraints place V and S accordingly; then R and P must share a month other than December. With Q restricted to odd dates, the only feasible position is December 7th.