The calender for the year 2007 will be the same for which year??
As per the question,
We have to find the same calendar for the year 1984.
As we know that a leap year is divisible by 4 having remainder = 0 and every leap year repeat itself after 28 years.
The given year is 1984 which is completely divisible by 4. That means the year 1984 is a leap year and it repeats itself by 28 years.
Therefore,
= 1984 + 28 yrs
= 2012
We have to find the same calendar for the year 1984.
As we know that a leap year is divisible by 4 having remainder = 0 and every leap year repeat itself after 28 years.
The given year is 1984 which is completely divisible by 4. That means the year 1984 is a leap year and it repeats itself by 28 years.
Therefore,
= 1984 + 28 yrs
= 2012