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Dear Readers, Welcome to __ Calendar - Aptitude Objective Questions__ have been designed specially to get you acquainted with the nature of questions you may encounter during your Job interview for the subject of

**1. Odd days :** The number of days more than the complete number of weeks in a given period is number of odd days during the period.

For example, a period of 10 days contains 3 odd days, 11 days contains 4 odd days, 12 days contains 5 odd days. But period of 14 days contains Zero odd days.

**2. Leap Year :** Every year which is divisible by 4 is called a leap year. But every century which is divisible by 4 is not a leap year.Every fourth century is a leap year

3. An ordinary year has 365 days i.e (52 weeks +1).

4. A leap year has 366 (an ordinary year ) by 7, we get remainder 1, it means that it has 1 odd day.Like wise 366 days (leap year ) has 2 odd days.

A. Wednesday

B. Thursday

C. Friday

D. Sunday

Ans: C

Explanation:

If the year is not a leap year, then the last day of the year is the same as the first day.

A. 17-12-91

B. 24-12-91

C. 26-12-91

D. 31-12-91

Ans: B

Explanation:

1-12-91 is the first Sunday of December 91.

So, 3-12-91 is the first Tuesday of the month.

Clearly, 10-12-91, 17-12-91, 24-12-91 and 31-12-91 are also Tuesdays.

So, 24-12-91 is the fourth Tuesday.

A. Monday

B. Tuesday

C. Wednesday

D. Thursday

Ans: D

Explanation:

18th February, 1997 was Tuesday.

So, 18th February, 1998 was Wednesday.

Therefore, 18th February, 1999 will be Thursday.

A. Monday

B. Tuesday

C. Wednesday

D. Thursday

Ans: B.

Explanation:

1st January 1901 means (1900 year and 1 day)

Now, 1600 years have 0 odd days

300 years have 1 odd day

1 day has 1 odd day

Total number of odd days = 0 + 1 + 1 = 2 days

Hence, The day of 1st January 1901 was Tuesday.

A. Friday

B. Tuesday

C. Thursday

D. Wednesday

Ans: D

Explanation:

If day before yesterday was Saturday, then today is Monday.

Thus tomorrow will be Tuesday and day after tomorrow will be Wednesday.

A. Monday

B. Wednesday

C. Friday

D. Sunday

Explanation:

Every day of the weeks is repeated after 7 days. Hence if will be Wednesday, after 94 days.

A. Wednesday

B. Friday

C. Sunday

D. Monday

Explanation:

Clearly, 1st, 8th, 15th, 22nd and 29th of October are Sundays.

So 31st October is Tuesday.

Therefore 1st November will be Wednesday.

A. 1

B. 2

C. 3

D. 4

Explanation:

A leap year has 366 days.

Now if we divide 366 by 7 it gives 2 as remainder.

Hence number of odd days in 366 days is 2.

A. Tomorrow

B. Today

C. Day after tomorrow

D. Two days after today

If day before yesterday was Thursday, then today is Saturday.

Therefore, tomorrow’s will be Sunday.

A. Sunday

B. Monday

C. Tuesday

D. Friday

Day after tomorrow is Saturday.

So today is Thursday.

Thus, yesterday was Wednesday and three days before Wednesday was Sunday.

A. Sunday

B. Tuesday

C. Wednesday

D. Monday

Every day of the week is repeated after 7 days.

Hence after 56 days it would be Thursday again.

And after 59 days it would be Sunday.

A. Sunday

B. Monday

C. Tuesday

D. Thursday

Explanation:

As given, Saturday falls on 26th January and we have to find the day on 14th February.

Clearly, 2nd, 9th and 16th February each is a Saturday.

Thus, 14th February was a Thursday.

A. Saturday

B. Tuesday

C. Wednesday

D. Monday

Explanation:

1996 is a leap year and so February has 29 days.

Now, 1st, 8th, 15th, 22nd and 29th February are Wednesdays.

So, 1st March is Thursday and 3rd March is Saturday.

A. Friday

B. Tuesday

C. Thursday

D. Wednesday

Explanation:

If day before yesterday was Saturday, then today is Monday.

Thus tomorrow will be Tuesday and day after tomorrow will be Wednesday.

A. Sunday

B. Tuesday

C. Wednesday

D. Monday

Explanation:

The seventh day of the month is three days earlier than Friday, which is Tuesday.

So, the fourteenth day is also Tuesday and thus, the nineteenth day is Sunday.

A. Wednesday

B. Tuesday

C. Thursday

D. None of these

Explanation:

1994 being an ordinary year, it has 1 odd day.

So, the day on 8th Feb, 1995 is one day beyond the day on 8th Feb, 1994.

But, 8th Feb, 1995 was Wednesday. 8th Feb, 1994 was Tuesday.

A. 1997

B. 2000

C. 1994

D. 1996

Explanation:

Count the number of days for 1990 onward to get 0 odd day.

Year 1990 1991 1992 1993 1994 1995

Odd days 1 1 2 1 1 1 = 7 or 0 odd day.

Calendar for 1990 is the same as for the year 1996.

A. 7x

B. 8x

C. 14x

D. 7

Explanation:

x weeks x days = (7x + x) days

= 8x days.