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Pre-Calculus • Series

Khan Academy Complex Numbers

Erik U

Series Details

Sessions

Public Discussion

This series ended on August 16, 2022. All 1:1 and group chats related to this series are disabled 7 days after the last session.

Series Details

About

As imaginary as complex numbers might initially seem, they are extremely useful in advanced math and engineering courses and are well worth understanding. Join me to gain a solid grasp on complex numbers and to learn how to use them to solve problems and better manipulate trigonometry. We'll be working through the Khan Academy unit here: https://www.khanacademy.org/math/precalculus/x9e81a4f98389efdf:complex which you are free to look into in advance to see if you are interested in joining the series, or if you just want to get a head start. Not only will we cover the fundamentals in this crash course, but I'll also teach you cool applications and tricks and provide support for any of your questions along the way. I'm excited to join you as you embark on learning the fascinating topic of complex numbers.

✋ ATTENDANCE POLICY

Only our sessions about new content are required—all catch-up sessions are optional. If you complete the unit test early and show it to me, then you are also free to end the series early!

Dates

August 15 - August 17

Learners

9 / 10

Total Sessions

2

About the Tutor

Hi, I'm Erik. I am here to help you with Math - whether that is understanding a challenging concept, preparing for an exam, or working through homework problems. I've helped many students prepare for the SAT Math section, as well as in a variety of Math topics from classes ranging from Algebra 1 to Multivariable Calculus and Linear Algebra. I love learning about Math, Physics, and Computer Science, and enjoy helping others learn these subjects as well.

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Upcoming Sessions

0

Past Sessions

2
15
Aug

Session 1

Orientation

REQUIRED - Welcome! We'll kick off with some icebreakers and an overview of the key topics in Complex Numbers.
16
Aug

Session 2

Complex numbers

We'll review some key concepts and practice problems in Complex Numbers. This will include: The complex plane Distance and midpoint of complex numbers Complex conjugates and dividing complex numbers Identities with complex numbers Modulus (absolute value) and argument (angle) of complex numbers

Public Discussion

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