Euler’s Number ‘e’ is a numerical continuous used in math calculations and its worth is 2.718281828459045…so on. Similar to pi(π), that is additionally an irrational number.
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⇒ ( 2.71…)∞
As we understand a consistent number is multiplied by infinity time is infinity. It implies that e rises at a really high rate once e is elevated to the infinity that power and thus leads in the direction of a very large number, so us conclude that e elevated to the infinity of power is infinity.
Now think about when e is increased to the power of an adverse infinity, then
⇒ ( 2.71…)-∞
⇒ 1/ e∞ or 1/ (2.71…)∞
⇒ 1/ ∞
That’s as soon as e is increased to the an unfavorable infinity power, the leads towards a very small number and thus often tends to zero.
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