Practice30Create account

Aarav was born on 29 February 2004. Counting only the days on which the date 29 February really appears in the calendar, how many birthdays on his true date will he have had by the end of 2028?

Competition practiceReasoning & Mental Ability
  • A6
  • B7
  • C5
  • D24

Step-by-Step Solution

The date 29 February appears only in leap years, that is in years divisible by 4 (none of the years here ends in 00, so the century rule never bites). The leap years after his birth and up to 2028 are 2008, 2012, 2016, 2020, 2024 and 2028 — six of them. The traps: 7 counts the day he was born as a birthday as well, but that day was his birth, not the return of the date; 5 stops at 2024, forgetting that 2028 is itself divisible by 4; 24 counts one for every year from 2005 to 2028, which is what an ordinary birth date would give.
Answer: A) 6

Master this topic in 30 minutes a day.

Don't just memorise the answer — build a daily practice habit.

Practice 5 Similar Questions Free →

All Reasoning & Mental Ability practice questions

More Reasoning & Mental Ability practice

A knockout tournament starts with 50 teams. Every match knocks exactly one team out, and…At the end of the year, each of 12 friends posts a greeting card to every one of the…A farmer must get a wolf, a goat and a bundle of cabbage across a river. His boat…Four people must cross a narrow bridge at night. At most two may be on the bridge at a…Ten sacks are filled with coins. In nine of them every coin weighs 10 g, but in one…