Answer: Assume π = 3.14(rounded upto two decimal point)
Case I. 1 year = 365 days
2 years = 730 days
3 years = 1095 days
And .14 years = 51 days 2 hours 24 minutes
So, 3.14 years = 1146 days 2 hours 24 minuts.
Now, suppose you born in a leap-year.
Case II. 1 year = 366 days
2 years = 732 days
3 years = 1098 days
and .14 years = 51 days 5 hours 45 minutes 36 seconds
Then, 3.14 years = 1149 days 5 hours 45 minuts 36 seconds
So, yes, it is possible to be exactly π years old. At exactly 1146 days 2 hours 24 minutes or 1149 days 5 hours 45 minutes 36 seconds (in case of a leap-year born), we could have celebrate at our π years birthday.
Step-by-step explanation:
