encompassing accounts of infinity, such as Moore (1990/2019; for another recent treatment that includes extensive discussion brings us to the topic of the next section. 2. Infinity in mathematics: a brief historical overview precise value the sequence of approximations converges to. 3.2 Limits, infinite sums, and the extended real numbers; \(+\infty\) and \(-\infty\) numbers whose cube is less than 2, while \(R\) includes all the rational numbers whose cube is greater than 2. Since there is

sum_{i=1} The natural numbers form the most elementary number system. (Some mathematicians count \(0\) as a natural number as well, but some others do not.) \(1\) is a natural number. For any natural number \(n\),

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