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Learn Complex Numbers, earn certificates with free online courses from MIT, UC Irvine, Yale, University of Washington and other top universities around the world. Read reviews to decide if a class is right for you.
Learn to efficiently perform complex number calculations using a Casio calculator, covering addition, subtraction, multiplication, and division with practical examples.
Aprenda a encontrar a raiz N-ésima de um número complexo usando o teorema de De Moivre e a forma polar. Domine técnicas essenciais para análise complexa e matemática avançada.
Master De-Moivre's theorem and its applications in complex number problems, including expansions and polar form multiplication.
Explore Argand's Diagram and its application in solving complex number problems, building on previous lessons in the series.
Aprenda a multiplicar e dividir números complexos na forma polar, compreendendo seu significado e álgebra com exemplos práticos.
Master complex number representations: modulus calculation, form conversions, and Argand diagram plotting with practical examples.
Learn to define, add, subtract, multiply, and divide complex numbers with clear examples and explanations of complex number algebra.
Explore a existência e aplicações dos números complexos em uma aula abrangente ministrada pelo Prof. Alberto Saa da Unicamp.
Explore o plano complexo e suas propriedades elementares nesta aula do PROLÍMPICO, aprimorando suas habilidades para olimpíadas de matemática e ensino em sala de aula.
The basic concepts of sets, basic terminology, and fundamental properties of numbers (real and complex) are reviewed.
Gain an in-depth understanding of algebraic principles and learn how to use them to solve problems you may meet in everyday life.
This course focuses on the equations and techniques most useful in science and engineering, Differential equations.
Explore the language of nature through differential equations, covering topics from Euler's method to Fourier series and Laplace transforms, with applications in science and engineering.
Explore the fascinating world of imaginary numbers, from their historical origins to complex functions and Riemann surfaces, in this comprehensive mathematical journey.
Explore complex functions, differentiation, integration, and power series. Delve into conformal mappings, Laurent series, and the Residue Theorem. Gain insights into complex dynamics and the Riemann hypothesis.
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