The formula to determine the day =
(Date + year + month Code + century code + leap year) ÷ 7
= Full part in the day when the rest of the code.
Date = the date of the day is known.
Year = year - Century
Leap year =year ÷ 4
Months of the code -
General Year / Leap Year
January 1/0
February 4/3
March November 4/4
April, July 0/0
May 2/2
June 5/5
August 3/3
October 1/1
September 6/6
Day code
Sunday = 1 Thursday = 5
Monday = 2 Friday = 6
Tuesday Saturday = 3 = 0
Wednesday = 4
Century Code
1) In the centenary year of 400 when full part, 0 left the code - '6'
2) century in the year when the whole body of 400, 100 left the code - '4'
3) centenary year of 400 full part in it, and the remaining 200 -'2 the code '
4) centenary year of 400 full part in it, then code the 300 remaining -'0 'such as: - 1900 ÷ 400 = 300 remaining so code 0
The method we have known day.
Example: - First Republic Day of India on 26 January 1950 was the day?
Ans. = date = 26, month, code = 1, 1900. century code = 0
Year = 1950 - 1900 = 50
Leap year = 50 ÷ 4 = 12 (approximately)
So on January 26 Days
= (26 + 1 + 0 + 50 + 12) ÷ 7 {to keep the values in the formula laid out in the beginning of the post)
= 89 ÷ 7
= Balance = 5
5 of the Code - Thursday
So was Thursday
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