If February 1, 1996 is Wednesday, what day is March 3, 1996?
Reasoning ·Previously asked in BPSC CCE 2024
View the full solved paper: GS 2024 (Series G)
Question
If February 1, 1996 is Wednesday, what day is March 3, 1996?
- A. Friday
- B. Sunday
- C. Saturday (Correct answer)
- D. Monday
Correct Answer
Option C — Saturday
Detailed Solution & Explanation
The correct answer is Saturday.
Key Points
- We are told 1 February 1996 is a Wednesday, and 1996 is a leap year, so February has 29 days.
- From 1 February to 1 March is exactly 29 days.
- Since 29 ÷ 7 leaves a remainder of 1 odd day, 1 March falls one weekday after Wednesday, i.e. Thursday.
- Then from 1 March to 3 March is 2 more days: Thursday → Friday (2 March) → Saturday (3 March).
Exam Tip
- for such calendar problems, count the exact number of days between the dates, divide by 7, and add only the remainder (odd days) to the known day — here the extra 1 odd day plus 2 days lands neatly on Saturday, option (C).
Additional Information
- Count the days elapsed, divide by 7, then advance by the remainder. From 1 February to 1 March in a leap year is 29 days, plus 2 more to reach 3 March — 31 days in total.
- 31 ÷ 7 leaves a remainder of 3, so the answer is Wednesday + 3 = Saturday.
- 1996 is a leap year (divisible by 4 and not a century year), so February has 29 days — the fact the question turns on. Taking 28 days would give Friday, which is the intended trap.
- Century rule: 1900 was not a leap year but 2000 was, because a century year must also be divisible by 400.