‘P’ refers to the number of seconds in a day and ‘Q’ refers to the number of hours in ten years.
Which quantity out of these two is greater?
PS: The ten years also contains two leap years.


Which is Greater?
PS: The ten years also contains two leap years. 5 guesses to Which is Greater? 

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‘P’ = 3600 (seconds in a day of 24 hours)
60 seconds per minute, times 60 minutes per hour times 24 hours per day
“Q” = 3652 ((hours in a 10 years, defined as containing 2 leap years)
{(10 years X 365 days) plus 2 days}} times 24 hours per day
Off the top of my head
P=86,400 seconds in a day (60x60x24)
Q=8760 (hours in a year) times 10 yrs is 87600. Add 48 to account for 2 extra days.
Even without leap years, Q > P
Howard, you are today’s winner!
Q>P
Explanation: P = 60 * 60 * 24 seconds = 86, 400 seconds. Q = (8 * 365 *24) + (2 * 366 *24) hours = 87, 648 hours. Therefore, Q is greater than P. If the leap years were not counted, results would have been different.
Result would b same if we Take 10 years without counting two extra days of leap Year
It would be q>p