e^(pi(i))+1=0. . I have no idea what it means,. . Yet it is the most profound thing that I have ever seen in my life.. .

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Anonymous 30-07-25 21:45:33 No.693686

e^(pi(i))+1=0

I have no idea what it means,

Yet it is the most profound thing that I have ever seen in my life.

Anonymous 30-07-25 21:54:46 No.693687

It means if you take half a turn along the unity circle starting from its intersection with the positive x-axis and follow the x-axis by one positive unit you arrive at the center of the unity circle as well as the origin if the coordinate system.

So yeah, pretty boring, duh.

Anonymous 31-07-25 06:02:10 No.693780

It means nothing.

Anonymous 01-08-25 00:43:13 No.694116

>>693687
mathoids really be like we drew a circle this is so profound!!

Anonymous 01-08-25 01:20:01 No.694118

>>694116
If I read that right it's more of an orange slice. Circle on one side, flat on the other.

Anonymous 01-08-25 06:15:49 No.694153

>>693686
<Euler's Identity is a mathematical equation that states e^(iπ) + 1 = 0. It connects five fundamental mathematical constants: e (Euler's number), i (the imaginary unit), π (pi), 1, and 0. This identity is a special case of Euler's formula, which relates complex exponentials to trigonometric functions.

<This equation is considered by many to be remarkably beautiful due to its simplicity and the way it connects seemingly unrelated mathematical concepts. It's often cited as one of the most profound and elegant results in mathematics

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