Total number of odd days between the years 2002 and 2006 =
(2006 – 2002) + 1 = 5 odd days. The year 2004 is a leap year, it has two odd days. So, one extra odd day is added.
So, if it was Wednesday on March 1, 2006, it would be (Wednesday – 5) Friday on March 1, 2002.
(or)
If a particular date is on a specific date in a year, the same date would have been on the day before in the previous year. However, if the first year is a leap year, the difference in the number of years will be two.
So, if March 01, 2008, was a Saturday (leap year)
March 01, 2007 = Thursday
March 01, 2006 = Wednesday
March 01, 2005 = Tuesday
March 01, 2004 = Monday (leap year)
March 01, 2003 = Saturday
March 01, 2002 = Friday
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suryasays
how to calculate the day nd week like that day sunday or Monday how to know the formula plse tell me
If a particular date is on a specific date in a year, the same date would have been on the day before in the previous year. However, if the first year is a leap year, the difference in the number of years will be two.
So, if March 01, 2008, was a Saturday (leap year)
March 01, 2007 = Thursday
March 01, 2006 = Wednesday
March 01, 2005 = Tuesday
March 01, 2004 = Monday (leap year)
March 01, 2003 = Saturday
March 01, 2002 = Friday
how to calculate the day nd week like that day sunday or Monday how to know the formula plse tell me
If a particular date is on a specific date in a year, the same date would have been on the day before in the previous year. However, if the first year is a leap year, the difference in the number of years will be two.
So, if March 01, 2008, was a Saturday (leap year)
March 01, 2007 = Thursday
March 01, 2006 = Wednesday
March 01, 2005 = Tuesday
March 01, 2004 = Monday (leap year)
March 01, 2003 = Saturday
March 01, 2002 = Friday
how calculate the calendar formula