Aptitude Calendar Problems Practice Online for Competitive Examinations. We added easy to advanced Calendar Practice Questions and Answers for SBI, RBI, RRB NTPC, RRB Group D, UPSC and State Public Service Commission Exams. If you have doubts regarding Quantitive Aptitude Practice Questions on Calendar subject, share in the comment box with question number.
Q31. Find the number of Sundays in 2024.
Correct Answer:
53
Explanation: 2024 is a leap year with 366 days. 366 days = 52 weeks + 2 days. If January 1 is a Sunday, there are 53 Sundays.
Q32. How many odd days are there in the first 200 years of the Gregorian calendar?
Correct Answer:
5
Explanation: 200 years = 76 leap years + 124 ordinary years. Total odd days = 5.
Q33. If May 5, 2020, was Tuesday, what day was May 5, 2015?
Correct Answer:
Monday
Explanation: Count backward for 5 years, including leap years. May 5, 2015, was Monday.
Q34. If a century starts with Tuesday, what is the last day of that century?
Correct Answer:
Monday
Explanation: A century has 5 odd days. Add 5 to Tuesday to get Monday.
Q35. Which year between 1800 and 1900 will have the same calendar as 1857?
Correct Answer:
1883
Explanation: Count odd days between 1857 and another year with no leap year interruption.
Q36. What was the first day of the Gregorian calendar (October 15, 1582)?
Correct Answer:
Friday
Explanation: October 15, 1582, was a Friday based on historical records.
Q37. What day of the week will December 31, 2999, fall on?
Correct Answer:
Tuesday
Explanation: Add odd days from the base year to calculate December 31, 2999.
Q38. How many Sundays fall on the first day of the month in the year 2025?
Correct Answer:
3
Explanation: Count months where the first day aligns with Sunday.
Q39. If March 1, 2016, was Tuesday, what was February 29, 2016?
Correct Answer:
Monday
Explanation: February 29 precedes March 1 by one day. Hence, it was Monday.
Q40. If January 1, 1 AD, was Sunday, what was the day on January 1, 1001 AD?
Correct Answer:
Wednesday
Explanation: Calculate odd days from 1 AD to 1001 AD (365243 days). Total odd days = 2.
Q41. What is the probability of getting 53 Sundays in a non-leap year?
Correct Answer:
1/7
Explanation: Only 1 extra day out of 7 will result in 53 Sundays.
Q42. How often does February 1 and February 29 fall on the same weekday in a leap year?
Correct Answer:
Always
Explanation: Leap years add the extra day (February 29) after February 1.
Q43. Which day is repeated exactly 400 years later?
Correct Answer:
Any day
Explanation: The calendar pattern repeats every 400 years.