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Calendars - Quant/Math - CAT 2013

  1. Algebra
  2. Progressions
  3. Averages
  4. Clocks and Calendars
  5. Data Sufficiency
  6. English Grammar
  7. Function
  8. Geometry
  9. Coordinate Geometry
  10. Interest
  11. Mensuration
  12. Mixtures & Alligations
  13. Number System
  14. Percentages
  15. Permutation & Combination
  16. Pipes & Cisterns And Work & Time
  17. Probability
  18. Profit & Loss
  19. Races
  20. Ratio, Proportion
  21. Speed, Time & Distance
  22. Trigonometry
  23. Miscellaneous
  24. General Knowledge

Question 4 the day: August 05, 2002
The question for the day is from the topic Calendars.

What is the longest gap that any person will have to wait between two birthdays?
(1) 365 days   (2) 366 days   (3) 4 years   (4) 8 years
Correct Answer - (4)


Solution:

Any person who is born on February 29th will normally celebrate his birthday once in four years whenever a leap year happens.

However, years like 1700, 1800, 1900 which are divisible by ‘4’ but not by ‘400’ are not leap years. 2000 was a leap year, 2400 will be a leap year.

So, for a person born on Feb 29, 1892, for instance, will have celebrated a birthday on Feb 29, 1896 and then the next birthday will be only on Feb 29, 1904. That is a 8-year gap.

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