Question 1
In 2038, on which date does Easter Sunday fall?
Easter Sunday in 2038 falls on April 25.
Calendar Reasoning - Beginner-Intermediate Level: Gregorian calendar BEGINNER-INTERMEDIATE
Comprehensive race against clock worksheet covering 20 beginner-intermediate-level calendar reasoning problems. Worksheet 8 of 30 emphasizes Gregorian calendar. Master calendar calculations, day finding, date arithmetic through detailed explanations. Difficulty: building on fundamentals with moderate challenges. Tailored for developing preparation.
What you'll learn in this worksheet:
- Analyze complex calendar calculations patterns systematically
- Develop analytical thinking for day finding problems
- Learn step-by-step race against clock approaches
- Understand the logic behind date arithmetic solutions
- Apply critical thinking to Gregorian calendar challenges
Your progress through Calendar Reasoning
Worksheet 8 of 30 (26% complete)
Question 2
After how many years will the calendar for 1846 repeat exactly?
The calendar for 1846 repeats after 11 years because the day pattern and leap year cycle align.
Question 3
In 2018, on which date does Easter Sunday fall?
Easter Sunday in 2018 falls on April 1.
Question 4
In the following calendar grid for May 2023, how many Mondays are there?
Mon Tue Wed Thu Fri Sat Sun
1 | 2 | 3 | 4 | 5 | 6 | 7
8 | 9 | 10 | 11 | 12 | 13 | 14
15 | 16 | 17 | 18 | 19 | 20 | 21
22 | 23 | 24 | 25 | 26 | 27 | 28
29 | 30 | 31 | | | |
In May 2023, Mondays fall on: 1, 8, 15, 22, 29. Total: 5.
Question 5
If 08-03-2024 is a Friday, what day is 15-03-2024?
7 days later: day shifts by 0 days. Friday + 0 days = Friday.
Question 6
If yesterday was Sunday and tomorrow is Tuesday, what day is today?
Using day relationships: If yesterday was Sunday and tomorrow is Tuesday, = today? Monday
Question 7
If yesterday was Tuesday and tomorrow is Thursday, what day is today?
Using day relationships: If yesterday was Tuesday and tomorrow is Thursday, = today? Wednesday
Question 8
If 27-06-2023 is a Tuesday, what day is 24-12-2023?
180 days later: day shifts by 5 days. Tuesday + 5 days = Sunday.
Question 9
In the calendar for Oct 2022, if the 1st falls on a Saturday, on which weekday will the 15th fall?
15th is 14 days later: (5+14)%7=5, so Saturday.
Question 10
How many odd days are there in 400 years starting from 1882? (Note: Odd days = remainder when total days are divided by 7)
Total days = 303×365 + 97×366 = 146097 days. Odd days = 146097 mod 7 = 0.
Question 11
In England, when switching from the Julian to the Gregorian calendar in 1752, September 2 (Julian) was followed directly by which date in the Gregorian calendar?
England switched to the Gregorian calendar after 2 September 1752, skipping 11 days to align with the solar year. Therefore, 3 September became 14 September.
Question 12
A code says: 13/3 = Thursday. What does 13/4 equal? (Use same year)
Next month same date: calculated day_name(13,4,2025)=Sunday.
Question 13
How many odd days are there in 52 years starting from 1931? (Note: Odd days = remainder when total days are divided by 7)
Total days = 39×365 + 13×366 = 18993 days. Odd days = 18993 mod 7 = 2.
Question 14
Which financial quarter and semester does 11-06-2018 fall in? (Note: Indian fiscal year starts April 1, where April-May-June = Q1/Semester 1, July-Aug-Sep = Q2/Semester 1, Oct-Nov-Dec = Q3/Semester 2, Jan-Feb-Mar = Q4/Semester 2)
For 11-06-2018: Fiscal Year 2018-2019, Quarter 1, Semester 1.
Question 15
How many odd days are there in 400 years starting from 1893? (Note: Odd days = remainder when total days are divided by 7)
Total days = 303×365 + 97×366 = 146097 days. Odd days = 146097 mod 7 = 0.
Question 16
How many days did February have in the year 2003?
Year 2003 had 28 days in February.
Question 17
A code says: 2/2 = Sunday. What does 2/3 equal? (Use same year)
Next month same date: calculated day_name(2,3,2025)=Sunday.
Question 18
If tomorrow is not Tuesday, which day CANNOT be today?
If today were Monday, then tomorrow would be Tuesday, which contradicts the condition.
Question 19
How many odd days are there in 28 years starting from 1960? (Note: Odd days = remainder when total days are divided by 7)
Total days = 21×365 + 7×366 = 10227 days. Odd days = 10227 mod 7 = 0.
Question 20
If yesterday was Wednesday and tomorrow is Friday, what day is today?
Using day relationships: If yesterday was Wednesday and tomorrow is Friday, = today? Thursday
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