From Wikipedia, the free encyclopedia.
Do you know what day of the week you were born on? Most people don't know and their parents cannot remember. But here is a math formula that you can do to find out what day of the week you were born on.
Corresponding months
"Corresponding months" means that a month will start on the same day as another month. September and December correspond, meaning that September 1 is on the same day that December 1 is on. All months will not start on the same day. The only way a month can start on the same day every month is if the number of days in the month is divisible by 7. Here's how each month corresponds:
- January corresponds to October in common years, but corresponds to April and July in leap years.
- February corresponds to March and November in common years, but corresponds to August in leap years.
- April corresponds to July, and to January in leap years.
- May, June, and August ordinarily doesn't correspond to any month.
- September corresponds to December in common and leap years.
Corresponding years
According to the Gregorian calendar, there are 7 possible ways that a year can start on, and 7 possible ways for a leap year to end the year (so there are just about 14 different ways for a year to turn out).
"Corresponding years" works in the same way as corresponding months, however on a bigger perspective. For example, 2003 was a common year starting on Wednesday, meaning that 2003 corresponds to the 1997 calendar year. 2004, on the other hand, is a leap year starting on Thursday, meaning that the year starts off corresponding to 1998 and ends corresponding to 1999.
Let's use April 24, 1982 as an example.
*2,0,6 in leap years
**5,3,2 in leap years
What day of the week were you born on?
Here is the formula for calcuating what a day of the week a date was on:Months Table
Month 1800-99 1900-99 2000-99
January 3* 1* 0*
February 6** 4** 3**
March 6 4 3
April 2 0 6
May 4 2 1
June 0 5 4
July 2 0 6
August 5 3 2
September 1 6 5
October 3 1 0
November 6 4 3
December 1 6 5
Days Table
Sunday 1
Monday 2
Tuesday 3
Wednesday 4
Thursday 5
Friday 6
Saturday 0
See also: ISO 8601, Dominical letter

