Understanding Calculus - Euler's Identity (Trig Derivatives 1/3)
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YouTubeBigBenMath
Understanding Calculus - Euler's Identity (Trig Derivatives 1/3)
In this video I discuss Euler's Identity, or e^(i * pi) + 1 = 0, and how it relates to differential calculus. This is all to set up for the derivatives of the trigonometric functions in future videos.
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Olumide Hassan on Instagram: "Discover why mathematicians call Euler’s Identity the most beautiful equation ever written! In just one line — e^ (irt) + 1 = 0 — it unites five of the most powerful numbers in mathematics. Learn. Think. See the beauty in maths. Follow for more brain-opening lessons that make complex ideas simple. #MathsMadeSimple #olumidethemultipotentialite #Eulersidentity #mathsisfun #LearnWithLogic"
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Olumide Hassan on Instagram: "Discover why mathematicians call Euler’s Identity the most beautiful equation ever written! In just one line — e^ (irt) + 1 = 0 — it unites five of the most powerful numbers in mathematics. Learn. Think. See the beauty in maths. Follow for more brain-opening lessons that make complex ideas simple. #MathsMadeSimple #olumidethemultipotentialite #Eulersidentity #mathsisfun #LearnWithLogic"
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