Category:Definitions/Euler's Number
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This category contains definitions related to Euler's Number.
Related results can be found in Category:Euler's Number.
The sequence $\sequence {x_n}$ defined as $x_n = \paren {1 + \dfrac 1 n}^n$ converges to a limit as $n$ increases without bound.
That limit is called Euler's Number and is denoted $e$.
Pages in category "Definitions/Euler's Number"
The following 10 pages are in this category, out of 10 total.
E
- Definition:Euler's Number
- Definition:Euler's Number/Also known as
- Definition:Euler's Number/Base of Exponential
- Definition:Euler's Number/Base of Logarithm
- Definition:Euler's Number/Decimal Expansion
- Definition:Euler's Number/Exponential Function
- Definition:Euler's Number/Limit of Sequence
- Definition:Euler's Number/Limit of Series