Final answer:
The 247th decimal place of Pi is a 4, thus the correct option is B.
Explanation:
Pi (π) is an irrational number that never ends and never repeats, and its decimal representation is infinite. A decimal place is a specific digit in that representation. To calculate the 247th decimal place of Pi, one must first determine the number of digits in the number before the 247th decimal place. Pi begins with 3.14159, which is 9 digits long. To determine the 247th decimal place, one must count 247 digits from the first digit, which is 3. This will bring us to the 247th decimal place, which is a 4.
The 247th decimal place of Pi is a 4 because Pi is an irrational number that never ends and never repeats, and its decimal representation is infinite. One must count 247 digits from the first digit, which is 3, in order to determine the 247th decimal place. As 247 digits have been counted, the 247th decimal place is a 4.
In conclusion, the 247th decimal place of Pi is a 4, as determined by counting 247 digits from the first digit, 3.