The calendar is a fundamental tool for organizing time. In competitive exams, calendar puzzles involve finding the day of the week for a given date. Understanding the structure of years, months, and weeks is essential for solving these logic-based problems efficiently.

Diagram explaining Odd Days and Leap Year calculation methods.
| Date | Importance of the Day |
|---|---|
| 26 January | Republic Day |
| 1 May | Maharashtra Day / Labour Day |
| 15 August | Independence Day |
| 5 September | Teachers' Day |
| 2 October | Gandhi Jayanti |
| 14 November | Children's Day |
Memorizing these fixed dates helps in solving "day calculation" problems without needing to check a physical calendar.
A standard year consists of 365 days, which equals 52 weeks and 1 odd day. A leap year has 366 days, resulting in 2 odd days. To find the day on the same date in the following year, we jump 1 day forward for a normal year and 2 days for a leap year if February 29 is crossed.
This subtopic covers identifying leap years, counting odd days between two dates, and calculating the repetition of calendar months.
The "Odd Days" method is the fastest: Total days divided by 7 gives the remainder, which indicates how many days to move forward. Remember that years divisible by 400 are always leap years.
Students often forget to check if the specific period crosses February 29. If you are calculating from January 2024 to January 2025, you must add 2 days because 2024 is a leap year.
Mastering the concept of 7-day remainders and distinguishing between solar years and leap years is the key to solving any calendar-related brain teaser.