Can anyone here make any sense of this puzzler? Is it some sort of semantics trick, or what? I don’t see how the day of the week has anything to do with the year. Monday is Monday no matter what year the Monday occurs. The answer seems nonsensical. Maybe there’s a subtlety I’m not seeing?
RAY: Everyone knows that New Year’s Day follows Christmas Day by one week. For example, if Christmas is Monday, then New Year’s Day will be on a Monday, too.
Here’s the question. What is the most recent year in which Christmas and New Year’s Day fell on different days of the week?
Answer:
RAY: And the answer is…last year! And the year before. They are a week apart but they’re in different years. Every year they fall on a different day.
I understand what you folks are saying, but given the “New Year’s Day follows Christmas Day” in the premise, seems a bit of a semantics ruse.
In other words it isn’t really a puzzle; it’s like in high school, when you arrive to the classroom and find there’s an unexpected test being given that day, already on your desk. The first line says "do not speak to other students during this test. read through all the questions before beginning ".
Question 1. Why is there a sqrt (-1) in Schrodinger’s Equation?
Question 2. What is the N-S magnetic polarization orientation of a counter-clockwise wound coil?
…
Question 19. Why is the meaning of life, the universe, and everything equal to 42?
Question 20. Do not answer any of the above questions, just sit quietly and read until the end of class.
Speaking of, I managed to convince my 10 year old nephew that the government moved Christmas to March this season and so we have extra time to figure out what to get him. His mom was very confused when I brought him back home.
Ever see the movie “Little Man Tate”. About a young boy who’s a genius. Mom is played by Jody Foster.
At the beginning of the movie the boy is in grammar school and the teacher shows the numbers 1, 2, 3, 4, 5, 6, 7, 8, 9, 10 on the board. She then asks the kids what numbers are divisible by 2. No one raised their hands, so she called on the class genius Tate. His response was - “All of Them”…which was NOT the answer she was expecting. She was really expecting the answer to "What numbers are EVENLY divisible by 2.