De-Moivre's Theorem And Its Proof in Hindi

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U r best teacher for math

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Sir I'm North West Tripura se hain...main MBB University Bsc(General) 4th sem Final me abhi ar De moivres theorem important thaa sir clg sir ne bola hain...but mere book main ai theorem ha but koch samaj nahi aa rahi hain...sir apka video dek ka pora clear ho giya abhi samaj geya ho sir..... Thanks sir ❤️❤️❤️❤️❤️❤️❤️❤️❤️😊😊😊😊❤️❤️

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Greatest work... Really mast padhaya sir... 👌👍🙏🙏🙏

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Bahut acche se aap samjhate hai sir and thank you so much itne Easley tarike se samjhane ke liye.....

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[@rudra8336]

3rd case is wrong

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Thankyou soo much sir ... Aap bahut accha pdhate h ... Thankyou sir ...🙏🙏🙏🙏

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Simple and nice style. Good luck for your journey

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Thank you sir samajh me aa gaya

[@Vickyshaw8488]

Wonderfull sir.
Thanks to upload it.

[@gurjindersingh3896]

before Watch your video I am always cramming this de Moivre's theorem but today understand very well thanks so much sir thank you so much.......

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Thanku so much sir video is very excellent

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Ur teaching style is just owsm 🙏

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Thanks sir topic clear ho jata hai apse padhane k bad

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Thanks God, your Viedo is uploaded in this topic and thank you sir.

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Phele dafa maths itna acha samjh Aya hai

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Your teaching skill is super

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[@dipantarhazarika1213]

Only case 3 is a proper proof. Thank you very much sir

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kin gareebo ko padha rahe ho aap jinhe ye achaa lagta hai

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You are great sir 😘😘

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Your teaching is very good sir.....

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Super sir....but plz teach us in English too......

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Great sir....first time maths intresting lagra tha

[@rudra8336]

3rd case is wrong

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Thankyou so much sir
My all doubt be clear by your video
Again thank you very much

[@rudra8336]

3rd case is wrong

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Really nice sir

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Thanku sir for the video ...your teaching method is very good..again thankyou

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[@kaustubha7371]

Very nice explanations I ignored him because I thought I would get better videos but I was absolutely wrong.

[@rudra8336]

3rd case is wrong

[@Jahidhasan-ms5os]

sir your proof is INCOMPLETE.
You show proof for only 2and 3 but it couldn't be true for 1,4,5,6,7,8.....100,200....2000,2999.....100000000,39999999999 etc...means infinity...You must complete this for all positive integer.
Then,you your step will be ok for n=negative,zero or fraction(positive/negative).
thank you

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No doubt sir
You are wijard of mathmatics
Math become hindi
If math teacher will be like you
Love you sir

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[@sovankumardas5200]

But theorem says that if n is fraction then cosnθ + sinnθ is one of the value of ( cosθ + sinθ)^n

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Very well explained 👏

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Sir it's really helpful for me.... thank you very much

[@rudra8336]

3rd case is wrong

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Sir video banane ke liye Thank you so much

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Thanks sir for your support 🙏

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Sir this helped me alot

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Excellent work sir

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Sir, words are little to describe my gratitude towards you for this video. Thanks a lot sir!

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3rd case is wrong

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Keep doing

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JaiHind, VandyMatrem

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Bilkul sr bahut badia

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Sir Geometrical application of complex number explain kar do. In much need.

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Bilkul

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Hii

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nice class
thanks to you all

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Thank you so much sir , now I've understood 😊😊

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Thanks sir and GBU

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superb video sir

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I LOVE YOUU, KASH AP MERI UNIVERSITY ME MUJHE MATHS PARHATEYY

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Se samjh aya he thanks

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sir bahat accha laga lecture

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[@harshitwadiya8039]

Superb teaching

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Great sir. Love the way you teach.

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Kaun se publication ke book se padhate hai aap please let me reply as soon as possible please 🙏🙏

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The way you teaching is so amazing .❤❤❤❤ very nice

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Thank you so much sir..

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wow. thank you sirji

[@saranyam5638]

Video is nice . But the lecture is in English it is much more understandable.

[@ajitsinghyadav8101]

Sir book me positive integer k liyea theta1 aur theta 2 liya hai
Agr hum ye wala ptoof kr denge to sahi hai na exam k liea ❤❤

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Sir summation of series v krwaa dijiye plzz

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Sir aap Kon c University ka teach krte ho

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Thanks a billion sir!!!!!!!‌❤❤

[@anmolrajsingh7637]

In your discussion this theorem is valid for fractional parts so,what happen if we have a number lies approximate to the infinite BUT,in actually it's not infinite .is it valid for infinitive.

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Very nice sir

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Thanx