Vineet Loomba

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Complex Numbers | IIT-JEE Video Lecture | JEE Main and Advanced

Welcome to this series of Free IIT-JEE Video Lectures under IIT-JEE Crash Course Series (Check here for other Video Lectures).

I am sharing the next series on Complex Numbers Portion of JEE Main and Advanced. I hope you are attempting FREE All India Test Series on JEE Main and Advanced, This Complex Numbers IIT-JEE Video Lecture is going to benefit both Class 11 and Class 12 students to quickly revise most important concepts. New Lectures will be added on daily basis. You can comment any particular topics on which you require a video.

This IIT-JEE video course has been uploaded on  Unacademy platform. You are advised to follow me on Unacademy platform to stay updated of all upcoming videos. Also enroll for my courses and Review/Recommend others too.

For a more detailed course on Complex Numbers, Check my Youtube Videos here Also subscribe to my Youtube Channel (Link at the bottom).

Lecture 1 (Complex Numbers IIT-JEE Video Lecture)

This video lectures covers the concept of Modulus and Argument for JEE Main and Advanced. Some previous year questions have also been covered.

Lecture 2 (Complex Numbers IIT-JEE Video Lecture)

In this IIT-JEE video lesson, I have tried to explain the concepts of De-Moivre’s Theorem and Cube Roots of Unity from JEE Main and Advanced point of view.

Lecture 3 (Complex Numbers IIT-JEE Video Lecture)

In this IIT-JEE video lesson, I have explained the concept of Geometry of  Complex Numbers  with the help of solved examples.

More videos in this course will be added soon and this post will be updated then.

Stay tuned and keep sharing among your friends as Sharing is Caring !!

Cheers !!

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Click here for Crash Course videos on other chapters.

Check here: JEE Advanced Level Theory and Assignments on Trigonometry

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5 thoughts on “Complex Numbers | IIT-JEE Video Lecture | JEE Main and Advanced”

  1. Math Question on *Complex numbers*

    If z= cos (4π/7) + i sin (4π/7) , then Re(z+z²+z³) = ?

    a) cos π/3

    b) cos 2π/3

    c) cos π/6

    d) cos 5π/6

    Come on….

  2. Sir,
    How do I join the test series?
    What is the syllabus for the test series?


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