"What equation is considered to be remarkable for its ""mathematical beauty"", because 3 basic arithmetic operations occur exactly once each (addition, multiplication, and exponentiation), and it links five fundamental mathematical constants: (the numbers 0, 1, , e, and i)?"
E to the i pi E pi i Eipi E%5Eiπ+1=0 E raised to pi i E raised to the power of pi i E**ix E%5Ei*pi=-1 Eulers golden equation E%5Ei pi Eulers identity E%5Eiπ + 1 = 0 Euler identity E%5Eπi E%5Eiπ=-1 E raised to the pi i E%5Eip + 1 = 0 E%5Ei*pi Euler's identity Eî pi E%5Eiπ E to pi i equals minus one E%5Epi*i+1=0 E%5Eipi E%5Eip+1=0 Euler's Identity E to i times pi equals minus one E**ipi Eiπ E to pi i
e ipi e to pi i e 5eiπ 1 0 eiπ e 5ei pi 1 eipi e 5eiπ 1 e 5eiπ e pi i e 5eπi euler identity e to pi i equals minus one e raised to power of pi i e ix euler s identity e 5eipi e to i times pi equals minus one eulers golden equation e 5ei pi e 5epi i 1 0 e to i pi e raised to pi i e 5eip 1 0 eî pi eulers identity
euler s identity
WikipediaEntity
Euler's identity