Before infinity, there are infinitely many numbers. These numbers increase indefinitely without ever reaching a final value. In mathematics, infinity is not considered a number in the traditional sense, but rather a concept that represents a quantity greater than any finite number.
The concept of infinity has been studied extensively in various branches of mathematics, such as calculus, set theory, and number theory. In calculus, infinity is often used to represent limits that approach an unbounded value. In set theory, infinity is used to describe the size of infinite sets, such as the set of all natural numbers or the set of real numbers.
Overall, infinity represents a boundless and unending quantity that plays a crucial role in many mathematical concepts and theories.
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