JEE: Binomial Theorem L9 | Multinomial Theorem | Unacademy JEE | JEE Maths | Sameer Chincholikar

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Unacademy JEE brings you yet another JEE Mathematics session to prepare you for JEE Mains and JEE advanced. In this session, Sameer Sir will be discussing JEE important topic "Negative and Fractional Indices and Multinomial Theorem from Binomial Theorem”, he will cover the basic concepts of the chapter, important topics, and tips & tricks to remember the concepts and solve questions. Watch this video to know all about the "Negative and Fractional Indices and Multinomial Theorem from Binomial Theorem”.

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Learn the complete details about the "Negative and Fractional Indices and Multinomial Theorem from Binomial Theorem” for IIT JEE and related Concepts in this video. It is one of the most important topics of the IIT JEE Maths question paper - in IIT JEE Advanced and JEE Mains as well. Get the best IIT notes curated by experts. Solve important JEE Main and JEE Advanced 2021 questions along with IIT JEE Maths preparation tips and tricks. Crack IIT JEE 2021 Maths with these valuable IIT JEE preparation tips and tricks.

Sameer Sir is a part of the alumnus of IIT Roorkee. Being an IITian himself, in this IIT JEE Maths Live Online Class, Sameer Sir will touch upon introduction, important questions, and strategy for "Negative and Fractional Indices and Multinomial Theorem from Binomial Theorem”. He is a passionate teacher and has helped many students crack IIT JEE. During LIVE online classes he shares his personal experiences with students preparing for IIT JEE 2021. This helps the students get acquainted with the IIT JEE exam and make a study plan and strategy that will help them crack IIT JEE mains and advance in 2021.
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[UnacademyJEE]

Use Special Code: "SAMEERLIVE" (To avail 10% DISCOUNT)

[saumyaagarwal]

Negitive and Fractional indices start- 5:47
Multinomial Theorum starts- 52:12
Homework Ques- 1:10:33
Lecture ends just after homework ques
Thanks me later

[agamjain]

Thanks to unacademy For Providing such a Great Content 👍👍👍

[devgusain]

Homework answer is -91 by taking (r1, r2, r2) as (5, 0, 2), (4, 2, 1)and (3, 4, 0) by adding the sum of all these coefficients(x^4).😊

[critiic]

1:10:33 so answer of homework question
so general term - 7!/r1! r2! r3! x 1^r1! x x^r2! x (2x^2)r3!
if we simplify it we will get x^r2! + 2r3!
so r2! + r3! = 4
by putting values of r1 r2 r3
5 0 2
4 2 1
3 4 0
hamesha maximum value se start karna
by putting r1 r2 r3 value answer - 7!/(4! 2!)*(-2) + 7!/(3! 4!)*(-2)⁰ + 7!/(5! 2!)*(-2)²
= -210 + 35 + 84
= -91

[salonisingh]

Sir under your supervision I got 91/100 marks in JEE mains
You are the best teacher

[sowmyadj]

SAMEER sir is great discovery of unacademy....

[Akhilesh]

प्रभु कितना सुंदर गणित पढ़ा रहे हैं।❤️
आपके चरण धूली को माथे पे लगाने को जी चाहता है।❤️🙏

[mrigankrajdubey]

Sir your lectures are really awesome 😎😎😎

[darkorthodox]

26:16 for Permutations and Combinations.

[abhaysachdeva]

Sir syllabus time pe krvayega (jan) bcz sir hme jldi 12th bhi start krni hai taki 2022 ka jan attempt ki taiyaari ho ske. By the way you are best teacher

[Aans]

Sir you are our inspiration .we give you our Great respect for your hardwork🙏

[ladliverma]

the best teacher of mathematics☺️
thanku so much sameer sir.🙏🙏🙏

[sachinkumar]

Answer of homework question is (-91). thanks you.🙏🏻🙏🏼🙏🏼

[chetaligupta]

why live chat is not available in the lectures

[AmazingFacts-pegn]

Sir ap mere bahut bare guru ho today I'm very delighted

[AmazingFacts-pegn]

Mai to bahut khush hua sir meko samajh hi nhi aaa rhi thi bt ab to kaisa v aayega bna dunga

[abhinandanjain]

Thank you so much sir saare doubts clear kar diye hain aapne Thanks a lot.

[vm_]

how easily you taught us multinomial theorm !!! GR8 sir

[vaninemali]

Whoever want to see live chat but can't able to see, Silence for them😂😂