Computing...

Limit:

lim_(x->infinity) (1 + 1\/x)^x = e


Series expansion at x=∞:

e - e\/(2 x) + (11 e)\/(24 x^2) - (7 e)\/(16 x^3) + (2447 e)\/(5760 x^4) + O((1\/x)^5)\n(Laurent series)

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