When will the 1994 calendar repeat?

Answer 1

Since 1994 is a non leap year number of odd day is 1

Similarly find the odd days of successive years.

For 1995 it is 1

1996 - 2

1997 - 1

1998 - 1

1999 - 1

2000 - 2

2001 - 1

2002 - 1

2003 - 1

2004 - 2

Take the sum of all odd days which results in

1+1+2+1+1+1+2+1+1+1+2 = 14

14 days means 2 weeks which implies 0 odd days

(From the given year the calender repeats after 14 odd days of the successive years)

So 1994 repeats in 2005

Answer 2

1994 was a common year starting on Saturday. As of 2011, and not including this year, the next such year will be in 2022.