Complex numbers | Concept of Iota in Complex number | Class 11th | IIT JEE Maths

#complexnumbers #imaginarynumbers #maths #ruchinbansal #ruchinbansalmaths #iota
Hello students in this video i am going to explain about COMPLEX NUMBERS and their properties. Very important concept of COMPLEX NUMBERS, Iota “i” is main variable in Complex Numbers, value of which is (√-1).
Complex numbers are the numbers which are expressed in the form of a+ib where 'i' is an imaginary number called iota and has the value of (√-1). For example, 4+3i is a complex number, where 4 is a real number and 3i is an imaginary number.
We know that what are Real Numbers?.

But what about Imaginary numbers or complex numbers? Do they exist? Who discovered them?

In this video we explore about "COMPLEX NUMBERS and their properties". This session is about 'How to find and use of 'COMPLEX NUMBERS and their properties' class 11, class12 , iit jee main and advance MATHS .

Part 1
This Lecture Covered: -
1. How to use iota, COMPLEX NUMBERS and their properties ?
2. What are imaginary numbers ? - important concept of COMPLEX NUMBERS? - Examples and properties ?
3. In this session of math learn the complete details about “important concept of COMPLEX NUMBERS and their properties” which is the most important part of COMPLEX NUMBERS for all boards including CBSE Board Exam. Complete guidance about COMPLEX NUMBERS and their properties MATHS CBSE and Other Boards exams.
4. Ruchin Bansal Sir enlightens you with the “most important concept of IOTA and use of their properties " and giving tips on how to solve and react with the problems easily with in-depth explanations. This session will mainly be around the “important concept of iota in COMPLEX NUMBERS "

Thanks for watching. Please give me a "thumbs up" if you have found this video helpful.

[nishitTT]

Damn I just found this channel right now! And it's just amazing! Thanks a lot sir for such understandable explanation in so less time..

[xx_saadi]

Your way of teaching is very simple a d attractive. Sir Thanks for every thing that you taught.

[AnujVishwakarma]

Sir me class 11th me padhta hu or aapki video se kuch sikh kr jurur jaunga 🫴

[kunalfogaat]

Sr u r the best math teacher aap math ko ek story ki tarah padhate ho thn it's become simple

[hey__karuuu]

Wow sir you are such a great teacher I am fan of your teaching ☺️ I watch your video first time and it's really help me 😊 thank you sir you are deserve billion subscribers

[amanarizvi]

Sir why can't comparison of complex numbers... sir please make the video in this topic

[ahmedfaheem]

It's really very easy tricks for all the students . Thank you very much sir

[CalmCello-gdmj]

Sir aap videos dalni kb se suru karoge please kuch video dal do Mera isee year jee mains ka paper ha meri preparation me bahut help ho jayegi....

Please reply karo na ....

[GoogleGoogle-ejpb]

one of the best concept, through easiest way, thanks sir ❤️

[PinkyKabirpuri]

❤Thank you so much Sir, you understand very well. Thank you. ❤

[malaymohanty]

Sir ap ka teaching bohot acha hai, thanks for this teaching sir .

[shreyashrivastava]

Thanks sir for teach me this .... I like your teaching style and your explanation also♥️

[mhaseebullahkhan]

Sir, watching from Pakistan
we love the way you teach sir

[sakshamkhandelwal]

GREAT SIR
YOUR TEACHING IS AWESOME
I AM IN 9TH CLASS AND I AM UNDERSTANDING ALL

[ParveenSharma-bkjv]

Respected Sir please tell me which is greater in between +i and -i please help sir 🙏

[Nandubaba]

Aj mera test hai sir bhot hi gajab. Study karaya hai apne complex no.. Thanak a lot sir✌

[nightreaper]

Sir really amazing I am enjoying maths
Thank you sir😊

[AnushkaShewale-ib]

You are best teacher😊please tell mi I am confused that we can use another method🤔please please please sir tell me 🙏🙏🙏

[Shashank_Jha-DY]

Sir.! Apart From Jokes. You Just Explain All The Details In 14 Minutes To Me 🧡👍🏻 And I em Watching This Before Going To My Board Exams, Time Saviour Sir . . . ! !
Thanks Alott Sir 🧡👍🏻

[BTSFmc]

Very top level content sir thankyou very much