Somebody pls explain e^(i•pi)=-1 to me
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I’m have no clue how it works
It should be infinite possibilities, cuz I and e are both variables
U just gotta find the right numbers
It should be infinite possibilities, cuz I and e are both variables
U just gotta find the right numbers
Jun 18, 2025
0
#26
I’m back
also that is false, pesky.
i is the imaginary number, defined by the equation i=sqrt(-1)
e is eulers number, which i actually don’t know much about but it is roughly equal to 2.7
Idk
I’m just explaining it with my knowledge, which is that if both are variables, it has infinite solutions
I’m just explaining it with my knowledge, which is that if both are variables, it has infinite solutions
Jun 18, 2025
0
#31
RealTactics960 wrote:
Somebody pls explain e^(i•pi)=-1 to me
Read and work though the case for x=π
https://en.m.wikipedia.org/wiki/Euler%27s_formula
Jun 18, 2025
0
#33
LordHunkyhair3 wrote:
I'm my honest opinion all imaginary numbers are useless
https://www.geeksforgeeks.org/maths/applications-of-imaginary-numbers-in-real-life/
LordHunkyhair3 wrote:
I'm my honest opinion all imaginary numbers are useless
Because they’re used in several different fields, the sentence I just quoted doesn’t matter.
It’s just Euler’s identity, though.
That’s pretty much it.
kk