Calendar Practice Questions

5 questions per page • Detailed step-by-step solutions

Question 6
Easy
Today is Tuesday. After 62 days it will be:
A Sunday
B Tuesday
C Wednesday
D Monday
Correct Answer: D

Explanation:

62 days = 8 weeks + 6 odd day(s). Weekdays repeat every 7 days, so only the 6 odd day(s) matter: Tuesday + 6 = Monday.
Question 7
Medium
Which two months in a year have the same calendar?
A October and December
B March and June
C April and July
D June and October
Correct Answer: C

Explanation:

From 1 April to 1 July = 30 + 31 + 30 = 91 days = 13 weeks → 0 odd days, and February is not in between, so April and July always have the same calendar (both start on the same day and have the same pattern up to day 30; in every year, leap or not).
Question 8
Easy
How many days will there be from 26th January, 1996 to 15th May, 1996 (both days included)?
A 109
B 111
C 110
D 112
Correct Answer: B

Explanation:

Both days included: January 26–31 = 6, February 1996 (leap) = 29, March = 31, April = 30, May 1–15 = 15. Total = 111 days.
Question 9
Easy
If the day before yesterday was Saturday, what day will fall on the day after tomorrow?
A Monday
B Wednesday
C Thursday
D Tuesday
Correct Answer: B

Explanation:

Day before yesterday = Saturday → today = Monday → day after tomorrow = Monday + 2 = Wednesday.
Question 10
Easy
January 1, 2004 was a Thursday. What day of the week lies on January 1, 2005?
A Sunday
B Monday
C Friday
D Saturday
Correct Answer: D

Explanation:

Count the odd days: from 1 Jan 2004 to 1 Jan 2005: 1 year(s), of which 1 contain 29 Feb → odd days = 0×1 + 1×2 = 2. Total odd days = 2 mod 7 = 2. Since we go forward in time, move 2 day(s) forward from Thursday → Saturday.