Видео ютуба по тегу 1 E^itheta

Complex Number Proof 1+e^itheta
Complex Number Proof 1+e^itheta
e^(iπ) in 3.14 minutes, using dynamics | DE5
e^(iπ) in 3.14 minutes, using dynamics | DE5
Доказательство формулы Эйлера без ряда Тейлора
Доказательство формулы Эйлера без ряда Тейлора
Самое красивое уравнение
Самое красивое уравнение
Почему тригонометрические функции появляются в формуле Эйлера?
Почему тригонометрические функции появляются в формуле Эйлера?
Fun with complex analysis: proving 1/re^(itheta)=1/r e^(-itheta)
Fun with complex analysis: proving 1/re^(itheta)=1/r e^(-itheta)
Most Elegant Proof of The Most Beautiful Equation Ever!
Most Elegant Proof of The Most Beautiful Equation Ever!
The Physics of Euler's Formula | Laplace Transform Prelude
The Physics of Euler's Formula | Laplace Transform Prelude
The amplitude of `e^(e^-(itheta))`, where `theta in R and i = sqrt(-1)`, is
The amplitude of `e^(e^-(itheta))`, where `theta in R and i = sqrt(-1)`, is
Polar form of Complex Numbers (Euler form) – includes Euler’s identity
Polar form of Complex Numbers (Euler form) – includes Euler’s identity
Euler's formula power series derivation. Application to e^(i*pi)=-1 derivation.
Euler's formula power series derivation. Application to e^(i*pi)=-1 derivation.
Separate tan-1(e^iθ) into real and imaginary parts
Separate tan-1(e^iθ) into real and imaginary parts
Euler's Formula (but it's a speedrun)
Euler's Formula (but it's a speedrun)
The Polar Form of COMPLEX NUMBERS // Finding the nth roots of -1
The Polar Form of COMPLEX NUMBERS // Finding the nth roots of -1
If tan−1(e^ia)=θ+iϕ and α/=π/2,prove that(i)2ϕ =logtan(π/4+α/2)(ii)θ=nπ/2+π/4
If tan−1(e^ia)=θ+iϕ and α/=π/2,prove that(i)2ϕ =logtan(π/4+α/2)(ii)θ=nπ/2+π/4