Complex Numbers Solved Questions | Imaginary Numbers | Class 11 Maths | IIT JEE Preparation |Vedantu

Complex numbers are considered to be the extended version of real numbers. Complex numbers consists of real numbers and the imaginary part usually represented as 'i'. Imaginary numbers are distinguished from real numbers because a squared imaginary number produces a negative real number.

In this session, JEE Expert and Master Teacher at Vedantu, Shimon Sir, explains Complex Numbers for JEE Mains 2020 Maths. Learn the in and out of Complex Numbers JEE Maths basic concepts, tricks to solve JEE problems and questions entailed in JEE Main and JEE Advanced 2020 preparation.

Shimon Sir enlightens you with JEE Main 2020 preparation strategy for class 11 Maths and how to revise crucial topics like imaginary numbers, simplifying roots, principal root and lot more important JEE Maths concepts quickly and effectively. This session will mainly be around Complex Numbers concepts, as it is one of the most important and scoring topics in IIT JEE Advanced and Mains as well.

In today's Complex Numbers lecture, Shimon Sir will talk about how to learn & revise imaginary numbers, simplifying roots, principal root, and share some preparation tips on how to crack JEE Mains. Get a thorough clarification of all the concepts such as imaginary numbers, simplifying roots, principal root, and lot more that are entailed in Complex Numbers Maths JEE Main and JEE Adv problems.

Key Areas of this session:
1. Complex Numbers
2. Imaginary numbers
3. Simplifying roots
4. Principal root

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All the IIT JEE aspirants who are going to appear in JEE Mains 2020 need all their blood, sweat and tears to crack it and with hard work and proper guidance, you can also make it to JEE Exam successfully. Get a whole new experience of learning concepts of JEE Main Maths like never before with the legendary Shimon Sir as he takes you through a thorough explanation of important JEE Main Maths Topics enlisted under Complex Numbers.

Solve Complex Numbers IIT JEE questions and also get to know some untold preparation to learn imaginary numbers, simplifying roots, principal root and lot more. Boost your IIT JEE preparation with these important JEE Main and Advanced preparation tips.

#ComplexNumbers #Class11Maths #JEEMAINS

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[JEEVedantu]

click on the link to take JEE advanced Mock Tests - 

[kartik-xxbh]

Sir u Are great. Really enthusiastic doing your job.

[shang_chi]

Sir the questions you discussed were outstanding and the way you explained them was exceptional .I request you to take such type of ques in your upcoming videos as well which include multiple concepts and thoughtfulness and if they are in the form of comprehension or matching type or more than one correct type then it will be awesome because when we spend a lot of our time in learning through a lengthy problem that concept literally gets embedded in our mind.once again thanks a lot sir

[छावा]

Sir the lecture was really superb...!
I am waiting for next lecture...!

[souviksengupta]

Sir, could you pls suggest where to practise from, is last 6 year archive enough?

[anshulagrawal]

Sir when will u upload the solutions for homework

[rajatsingh]

Rotation concept of complex number .. please let me know sir

[chaitanyakumud]

I have dropped this year and started watching video just to see how u solve those creepy advanced Qs, but ended up learning lots of things. In short..
U are amazing Shimon sir😘.
That quote just perfectly matches with me.

[KartikSoneji]

All four parts of first question can be solved very simply, with very little calculation by drawing a circle of radius 1 and constructing a right angled triangle with vertices A = i, B = 1, C = -1. That makes D = E = -i, and F = 0. Now, substitute in the options and solve. The explanation in the video was good, but all four parts can be done within 5 minutes if the figure is constructed. Sir, request you to also show such objective approach to the questions.

[abhisheksharma]

that proof was really superb!!! i was totally in awe...

[sumansharmabiswas]

Sir can't we have one more class on complex numbers and quadratic equation s

[salaipragadeshwaran.b]

HI SIR, A DIFFERENT APPROACH FOR THE MAXIMUM AREA OF TRIANGLE PROBLEM : take the lengths of the triangle as 5, x and 2x. Use Heron's formula, differentiate and equate it to zero and then obtain the maximum area ! :) LOVE FROM TAMILNADU

[shreekararajendra]

Sir...are these previous year's advanced questions??

[rohitsrivastava]

sir I want to teach rotation concept
where I found that concept in your vidio

[KrisEditz]

Sir in the homework question, looks the first option is incomplete, can you please help on that

[SamSam-ivhm]

super session sir....great concepts and very hard questions made simple...thank u so much :)

[trueknowledge]

Sir at 27:04 there will not be the negative Plz check

[vanikollipara]

Circles parabola ellipse and hyperbola topics sir

[ekanagasatyasanthoshkumara]

in the question of orthocenter it is z1+z2+z3 bdivided buy 2 sir please look into it

[bamadevbarik]

sir the answer of the first homework question is c.ellipse and answer of the next question will be a.outside the ellipse..