π is described as having no repeating pattern. What kind of number is π?

π is described as having no repeating pattern. What kind of number is π?

• A. Real Number
• B. Rational Number
• C. Irrational Number
• D. Composite Number

Answer: (C)

Numbers whose decimal representations never terminate and never settle into a repeating pattern are irrational. π’s decimal expansion goes on forever without repeating, so it cannot be written as a fraction of integers. That makes π an irrational number. While it is a real number, the key distinction here is that it is not rational, and it isn’t an integer, so labeling it as irrational is the most specific and accurate classification.

Numbers whose decimal representations never terminate and never settle into a repeating pattern are irrational. π’s decimal expansion goes on forever without repeating, so it cannot be written as a fraction of integers. That makes π an irrational number. While it is a real number, the key distinction here is that it is not rational, and it isn’t an integer, so labeling it as irrational is the most specific and accurate classification.