Calculus 2: Infinite Sequences and Series (75 of 86) Evaluating the integral of e^[-(x)^2]

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In this video I will find the integral of e^[-(x)^2] from x=0 to x=1 using infinite series.

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Комментарии
Автор

so cool! finally I`ve got it! thank you Sir!

talashka
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Sir can you please tell how to evaluate this integral when the limit is from (zero)-(infinity).... in this process...

anonymous_
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This function looks a lot like the sine function. This is the arctangent(not sine) function divided by n!. Is it possible to write that in some way? That is, is it possible to write this in terms of arctangent(not sine) and then evaluate from x=0 to x=1?

Please answer, I am very curious about this.

Edited to change sine to arctangent

MonsterGamerGuy
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Thank you Dear. Please guide me about (e^-x)/x Thank you

qwerty_____