Yes, all of the days are the same in June 2007 and 2012.
The Mensa Calendar Challenger for June 18, 2012, posed the question regarding the next date that shares the same day of the week and the same numerical date. The answer is June 18, 2023, as both dates fall on a Sunday.
No, the 2012 calendar has its dates on the same days of the week at the 1984 calendar and the 2040 calendar. The 2000 calendar is likewise the same as the 1972 calendar and the 2028 calendar.
2018
1984 was the last year that had the same calendar as 2012.
1984 was the last year with a calendar the same as 2012.
The last year that had the same calendar as 2012 was 1984, and the next one will be 2040.
The 2012 calendar year will repeat in the year 2040. This is because the Gregorian calendar repeats every 28 years. In the year 2012, the days of the week matched up with the days in 2040, meaning the calendar will be the same for both years.
No, none of the leap years between 1890 and 1920 had the same calendar as 2012 had.
Years with the same calendar as 2007 in the past were 1979, 1990, and 2001. After 2007, the next years to have the same calendar are 2018, 2029, and 2035.
2001 had the same calendar as 2007 and 1871 had the same calendar as 1877.
The relationship between June and July is that July comes after June in the calendar. Similarly, in the same calendar sequence, May comes before June. Therefore, the missing word is "April."
No, 2007 does not repeat the same days as 2012. 2007 was not a leap year but 2012 was a leap year.