Describe the set of numbers that are real numbers but cannot be expressed as one integer divided by another.
improper
irrational
rational
negative
1 answer
This set of numbers includes all irrational numbers such as π, e, and √2, as well as certain rational numbers that cannot be expressed as one integer divided by another, such as 0.5. These numbers can be real numbers but do not have a finite or repeating decimal representation, making them impossible to express as a fraction of integers.
3 answers