Final Answer:
The digit found at the 100th decimal place of π is C) 5.
Step-by-step explanation:
To determine the digit at the 100th decimal place of π, we refer to the numerical sequence of π. The decimal representation of π is infinite, and its digits follow a pattern without repetition. By counting to the 100th decimal place, we find that the digit is 5. This implies that at the 100th decimal place of π, the digit is the number 5.
Calculating the 100th decimal place involves an extensive computation beyond the scope of a concise explanation. However, it's important to note that the digits of π have been extensively studied and calculated using various mathematical methods, including algorithms and supercomputers. The digit 5 at the 100th decimal place is a result of these precise calculations. While manually computing π to such decimal places is impractical, mathematical tools and algorithms provide accurate and reliable results for determining specific digits in its decimal expansion.
In summary, the digit at the 100th decimal place of π is 5, a fact derived from the well-established and meticulously calculated numerical representation of this mathematical constant.
So correct option is option C) 5.