Powers and Roots of Complex Numbers
Raising complex numbers, written in polar (trigonometric) form, to positive integer exponents using DeMoivre's Theorem. Then finding roots of complex numbers written in polar form.

▶︎
Complex Numbers In Polar - De Moivre's Theorem

▶︎
An Exponentially Complex PUzzLE | P636

▶︎
The Greatest Unsolved Problem In Mathematics

▶︎
07a - Finding the nth roots Complex Numbers (Exponential Form)

▶︎
Solving the Most Ridiculous Systems of Equations (ft. a cool theorem) #some3

▶︎
De Moivre’s Theorem – powers of complex numbers

▶︎
Complex Analysis L01: Overview & Motivation, Complex Arithmetic, Euler's Formula & Polar Coordinates

▶︎
De Moivre's Theorem Roots of Polar Complex Numbers

▶︎
Everyone Guesses Wrong About This Race

▶︎
William Dunham, A tribute to Euler

▶︎
The Polar Form of Complex Numbers

▶︎
How to Find the nth Roots of a Complex Number with the Formula

▶︎
Who is Smarter? Engineer vs Chinese 5th Grader

▶︎
The Integral Explained Better Than School Ever Did

▶︎
But what is the Riemann zeta function? Visualizing analytic continuation

▶︎
How Imaginary Numbers Were Invented

▶︎
Complex Numbers - Basic Operations

▶︎
Tesla’s 3-6-9 and Vortex Math: Is this really the key to the universe?

▶︎
The Greatest Mathematician of Our Time

▶︎
