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Download Calendar MCQs Free PDF for Beginners and Advanced Learners for PPSC, FPSC, PMS, NTS KPKPSC, and SPSC exam
Calendar questions in arithmetic maths are questions that involve the calculation of days, weeks, months, and years. These questions can be simple or complex, and they often require the use of formulas.
Here are some examples of calendar questions:
- Simple: What day of the week is February 29, 2024?
- Complex: How many days are there between January 1, 2023, and December 31, 2024?
- Formula: The number of odd days in a year can be calculated using the following formula:
odd days = (year / 4) - (year / 100) + (year / 400)
Basic formulas for calculating the day of the week
Here are some basic formulas for calculating the day of the week:
- Ordinary year: The day of the week of any ordinary year is the same as the day of the week of the 1st January of that year.
- Leap year: The day of the week of any leap year is 2 days beyond the day of the week of the 1st January of that year
For example, if today is Monday, then the day of the week on 31st December 2023 will be Monday (an ordinary year) and the day of the week on 31st December 2024 will be Wednesday (a leap year).
Here are some calendar MCQs:
- What is the day of the week on 28th February 2024?
- What is the day of the week on 1st January 2040?
- How many odd days are there in 1700 years?
To solve these questions, we can use the following steps:
- Find out whether the year is an ordinary year or a leap year.
- Calculate the number of odd days in the given period.
- Add the day of the week of the 1st January of the given year to the number of odd days to get the day of the week on the required date.
Here are the solutions to the above MCQs:
- 28th February 2024 is a leap year. So, the day of the week on 28th February 2024 is 2 days beyond the day of the week of the 1st January 2024. Since the 1st January 2024 is a Wednesday, the day of the week on 28th February 2024 is Friday.
- 1st January 2040 is an ordinary year. So, the day of the week on 1st January 2040 is the same as the day of the week of the 1st January 2040. Since the 1st January 2040 is a Saturday, the day of the week on 1st January 2040 is a Saturday.
- There are 1700/4 = 425 ordinary years and 1700/400 = 4 leap years in 1700 years. The number of odd days in 425 ordinary years = 425 * 1 = 425 odd days. The number of odd days in 4 leap years = 4 * 2 = 8 odd days. Therefore, the total number of odd days in 1700 years = 425 + 8 = 433 odd days. Hence, 1700 years have 433 odd days or 52 weeks and 1 odd day.
Benefits of Solving "Calendar" MCQs
Master the concept of time and work. By practicing MCQs, you can learn the different "Calendar" formulas and how to use them to solve problems.
Improve your problem-solving skills. These MCQs will help you develop your problem-solving skills and become more comfortable with "Calendar" problems.
Get familiar with the format of "Calendar" questions. You can become familiar with the format of "Calendar" questions that are typically asked in competitive exams.
Prepare for "Calendar" questions in competitive exams. You can prepare for "Calendar" questions that are likely to be asked in competitive exams.
If you are interested more "Calendar MCQs", you can find them on the superiorexam.pk website.
The MCQs are free to download, and they are a valuable resource for anyone who wants to learn
more about number systems.