@calculuscanvas : The Euler's number 'e': • The number e is the limit value of the expression (1+ 1/n) raised to the nth power, as n increases indefinitely. • If L(a) denotes the area under the curve y = 1/x above the interval [1, a], then e is the location on the x-axis for which L(e) = 1. • TwiCopy

Calculus Canvas

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An attempt to represent mathematics as an art form.

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calendar_today06-06-2024 14:39:11

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Calculus Canvas

@calculuscanvas

3 months ago

The Euler's number 'e': • The number e is the limit value of the expression (1+ 1/n) raised to the nth power, as n increases indefinitely. • If L(a) denotes the area under the curve y = 1/x above the interval [1, a], then e is the location on the x-axis for which L(e) = 1.

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