Complex Numbers: Argument & Roots of Unity | LIVE | Anshul Tomar | Infinity Learn JEE

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Welcome to an enlightening LIVE session on "Complex Numbers: Argument & Roots of Unity" brought to you by Infinity Learn JEE! 🎥🔥

Join us as the brilliant Anshul Tomar takes you on an intellectual journey into the captivating realm of complex numbers. In this captivating session, you'll delve into the fundamental concepts of arguments and roots of unity, gaining a comprehensive understanding that will undoubtedly elevate your knowledge in mathematics and prepare you for your JEE examinations.

Anshul Tomar, renowned for his exceptional teaching prowess, will break down complex topics into easily digestible insights, making even the most intricate concepts crystal clear. Whether you're a JEE aspirant or a math enthusiast looking to expand your horizons, this is the perfect opportunity to sharpen your skills and deepen your understanding.

Don't miss out on this golden opportunity to strengthen your foundation in complex numbers and enhance your problem-solving skills. Mark your calendars, set your reminders, and get ready to embark on a learning journey that could shape your future!

Remember to like, share, and subscribe to Infinity Learn JEE for more insightful sessions and valuable content to help you excel in your academic pursuits. Let's explore the fascinating world of complex numbers together! 🧠📚🔗

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Topics covered session:
Complex Numbers: Argument & Roots of Unity
0:00-2:19 Introduction
2:20-10:46 Argument of a complex Number
10:47-15:44 Properties of Argument
15:45-19:36 Euler & Polar forms
19:37-27:31 De Moiver's Theorem
27:32-32:17 Cube root of unity
32:18-40:15 Properties of Cube root of unity
40:16-51:07 Nth root of unity
51:08-57:39 Questions on Real numbers of arguments
57:40-1:05:34 Question on complex numbers
1:05:35-1:07:55 Question on real and imaginary parts
1:07:56-1:33:14 Question on arguments
1:33:15-1:37:13 Question on real number
1:37:14-1:46:33 Question on complex numbers
1:46:34-1:50:10 Question on Power of roots of the Equation
1:50:10-1:58:14 Question on Cube root of unity
1:58:15-2:00:37 Thanking you

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