Reasoning Ability - Calendar Problems
The calendar of 2012 (a leap year) will repeat again in which year?
The calendar of 2012 (a leap year) will repeat again in which year?
easy Q4 of 15
Step-by-Step Solution
Step 1: Identify base year type
2012 is a leap year.Step 2: Use 28-year leap-cycle
Leap-year calendars typically repeat after 28 years: 2012 + 28 = 2040.Step 3: Verify odd days
In 28 years there are 7 leap years and 21 ordinary → odd days = (21×1)+(7×2)=21+14=35 → 35 mod 7 = 0.Final Answer:
2040 → Option CQuick Check:
28-year block preserves leap status and weekdays → repeat ✅
Quick Trick: For leap years check +28 years first; verify with odd-day count.
Common Mistakes:
MISTAKES- Picking 2028 or 2032 without checking the 28-year odd-day sum.
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