sunday
February 29th, 2016- the next leap day- will fall on a Monday.
Monday
A leap year is 366 days long so it does not fall on a single day of the week. All 7 days of the week will regularly occur during a leap year. The leap day itself, which is probably what you meant, will occur on Monday, as the 29th of February 1916, the next leap day, is a Monday.
The 1st of January and the 1st of July are on the same day of the week in a leap year. So, at the time of this answer, that will next happen in 2016 and then again in 2020 and in all other leap years.
Leap day does affect which day of the week Christmas falls on, but Christmas will always fall on the 25th. Hope this answered your question!
Because 364 is a multiple of 7. There are 7 days in a week. 52 x 7 = 364. The next day after a multiple of 7 will fall on the same day of the week as day 1. So the 365th day will fall on the same weekday as the 1st day.
Because a year has 365 days (or 366 in a leap year) and a week has 7 days. 7 does not divide into 365 or 366. The remainder of 1 in a non-leap year means that your birthday will be one day of the week later if there has not been a leap day since your previous b-day. A remainder of 2 in a leap year means that your birthday will be two days of the week later if there has been a leap day since your previous b-day. The reason for using leap days instead of leap years in the last paragraph is that birthdays that fall before the leap day (1 January-28 February) are affected by leap years in the PREVIOUS year.
Christmas Day is always on the 25th of December and can fall on any day of the week in a normal year or a leap year. So the answer to your question is that in a leap year Christmas Day can be on Sunday, Monday, Tuesday, Wednesday, Thursday, Friday or Saturday.
2013 is not a leap year.2012 is a leap year, and the next will be 2016. When there is a leap year, leap day is always on February 29.If 2013 was going to be a leap year February 29th would fall on a Friday.
The two hundredth day of a leap year is July 18.
1 (from the day before the next leap day).
Sunday