L-2 Complex Numbers | Number Theory | IOQM 2025 | Prashant Jain

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In this session, Educator Prashant Jain will be discussing the topic Remainder Theorem & Reduction Algorithm of Geometry for IOQM 2025. This Session is helpful for all IOQM, Math Olympiad and JEE Aspirants. Watch the Complete video to boost your preparation.

Timestamp
00:00 Start
01:02 - 07:47 History of complex number
08:20 - 09:36 Definition of Complex numbers
10:15 - 15:20 Correspondence between Irrational number & Complex number
15:40 - 19:41 Difference between Imaginary & Complex numbers
20:01 - 21:10 Broad classification of Numbers
22:16 - 28:50 Important Note
29:08 - 33:36 Question
34:00 - 41:12 Argand Diagram
41:13 - 41:30 Integral Power of i
41:56 - 43:46 Question
44:11 - 44:47 Equality of Complex Number
45:19 - 50:06 Question
51:55 - 54:09 Important Note
54:34 - 55:07 Addition & Subtraction in Complex Numbers
55:08 - 56:07 Multiplication in Complex Numbers
56:50 - 01:00:15 Division of Complex Numbers
01:01:46 - 01:06:19 Square root of Complex Numbers
01:07:32 - 01:09:30 Question
01:09:56 - 01:11:05 Identities of Complex Numbers
01:11:24 - 01:16:18 Question
01:17:11 - 01:18:20 Important Note
01:18:58 - 01:21:26 Question
01:22:30 - 01:23:33 Conjugate
01:24:30 - 01:37:15 Question

📱 Call Prashant Jain's team on 8585858585 and take your IIT JEE Preparations to the next level.

About the Educator: Prashant Jain sir graduate from IIT Bombay. He secured AIR 42, JEE 2008 and INCHO Gold Medalist, INPHO & NTSE Qualified. He is IOQM-ISI/CMI and JEE Expert in Mathematics. Faculty in Kota for more than 8 years.

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L-2 Complex Numbers | Number Theory | IOQM 2025 | Prashant Jain #ioqm #numbertheory #numbers #number #complexnumbers