I have a calendar of year 1597. When can I use it again?
Answer & explanation
Correct answer: option 2
The correct answer is Option (2) → 1603
The logic here is:
| Sr. No. | Year given | Add to get the same calendar year |
| 1 | 1st year after a leap year | 06 |
| 2 | 2nd year after leap year | 11 |
| 3 | 3rd year after leap year | 11 |
| 4 | Leap year | 28 |
Here, given year is 1597, which is the 1st year just after a leap year (i.e.1596)
Therefore, Same calendar year of 1597 will be: 1597 + 6 = 1603.
Lets check the same calendar years for another options for practice:
i) 1602 is 2nd year after the leap year (i.e.1600)
Therefore, same calendar year of 1602 will be: 1602 + 11 = 1613
ii) 1603 is 3rd year after the leap year (i.e.1600)
Therefore, same calendar year of 1603 will be: 1603 + 11 = 1614
iii) 1609 is 1st year after the leap year (i.e.1608)
Therefore, same calendar year of 1609 will be: 1609 + 06 = 1615
iv) 1608 is a leap year.
Therefore, same calendar year of 1608 will be: 1608 + 28 = 1636