0.101001000100001…
Which choice correctly describes the given number?
Responses
A terminating
B repeating
C rational
D irrational
3 answers
D irrational
how
The given number, 0.101001000100001... does not fit the criteria of terminating, repeating, or rational numbers.
This number is irrational because it cannot be expressed as a fraction of two integers, and it cannot be written as a repeating or terminating decimal. The pattern of 1's and 0's does not repeat or terminate, indicating that the number extends infinitely without following a specific pattern.
This number is irrational because it cannot be expressed as a fraction of two integers, and it cannot be written as a repeating or terminating decimal. The pattern of 1's and 0's does not repeat or terminate, indicating that the number extends infinitely without following a specific pattern.
1 answer