Jagat Singh

This course contains the following topics
Binomial theorem for positive integral index
Properties of binomial expansion
Properties of Binmoial coefficients
Sum of binomial coefficients
Coefficeints of perticular term
Middle term in expansion
Integral part of an expression
numerically greatest term
binomial theorem with negative index
binomial thoerm with non integral rational index

Questions asked in IIT JEE in previous years
with solved examples and assignment problems

IIT JEE 2020 and 2021 Main and Advanced exam preparation. Know about detailed syllabus, best books, exam pattern and dates. Cover previous year question papers and book solutions from great educators.

IIT JEE

JEE Main and Advanced Preparation

Hindi

(Hindi) Binomial Theorem For IIT-JEE

Binomial Theorem

Algebra

Mathematics

IITJEE, NEET UG and Foundation

Ace the toughest competitive and government exams in India 

Test Preparation

Course overview binomial theorem
This course contains the following topics
Binomial theorem for positive integral index
Properties of binomial expansion
Properties of Binmoial coefficients
Sum of binomial coefficients
Coefficeints of perticular term
Middle term in expansion
Integral part of an expression
numerically greatest term
binomial theorem with negative index
binomial thoerm with non integral rational index

Questions asked in IIT JEE in previous years
with solved examples and assignment problems

Course overview (in Hindi)

Binomial theorem and binomial expansion , pascals triangle

Binomial Theorem and Pascals triangle (in Hindi)

Number of terms in expansion of binomial, trinomial , multinomials and their addition and subtraction

Number of Terms in Binomial, Trinomial, Multinomials (in Hindi)

Sum of coefficients and sum of Binomial coefficeints

Del replace Sum of coefficeint and Binomial Coefficeints (in Hindi)

Binomial coeff and results (in Hindi)

General term in Expansion of Binomial (in Hindi)

Genreal term in expansion.
Note: there is a mistake in a question with some binomial terms
Please change it with
(4C0.7C1.12C2)+ (4C1.7C3.12C0)+ (4C2.7C1.12C1)+(4C4.7C1.12C0)

But answer and method is correct. It was a mistake while writing. So, please ignore it.

Del with b6 General Term in Expansion and Problems (in Hindi)

Middle terms in binomial expansion, for even and odd values of index of binomial

Middle term(s) in Binomial Expansion (in Hindi)

Number of rational term, genereal term, coefficeints of x to the power r.
Note : In findinh number of rational terms there is square root of 7 instead of square root of 5.please check it. But it will jot effect the answer and method.

Terms in Rational Irrational Binomials (in Hindi)

Properties of sum of binomial coefficients and some proofs on binomial coefficeints by binomial expansion and comparing coefficients

Properties of Binomial coefficeints p1 (in Hindi)

Some important proofs by exapnsion of (1+x)^n and proofs related to binomial coefficeints

Properties of Binomial coefficeints p2 (in Hindi)

Proofs related to binomial coefficeints and qustions asked in IIT JEE exams mathematics

Properties of Binomial coefficeints p3 (in Hindi)

Sum of binomial coefficeints and coefficeints forming AP or any sequence

Properties of Binomial coefficeints p4 (in Hindi)

Binomial theorem and number theory, finding the greatest term using binomial expansion, finding last two digit of a number havinglarge index and much more for iit jee mathematics

Properties of binomial coefficients p5 (in Hindi)

Problems on coeffeients of binomial expansion and assignment problems

Questions based on Coefficeint methods (in Hindi)

Integral part and fractional part of binomial expansion and Important concepts

Integral and fractional parts in binomial expansion (in Hindi)

Binomial theorem for any index ,binomial theorem when index is irrational, negative or fractional. Infinte series expansion

Binomial theorem for negative and fractional index (in Hindi)

Numerically greatest term in binomial  expansion

Numerically greatest term (in Hindi)

Approximation by binomial and some useful power series expansions

Approximation by binomial (in Hindi)

Coefficient method to find coefficeints of any power of x in binomial expansions and problems of permuation and combination in finding the sum  of number of ways to choose n items from any number of shops

Coefficient method (in Hindi)

A Game Changer in Mathematics, produced multiple 100 percentilers, Air 33 & 34 (Main 2024), his courses are the Benchmark for IIT JEE 

Vineet Loomba

This courses gives and easy to understand knowledge of logarithms and its properties, graphs, logarithmic equations, logarithmic inequations etc. This course is sufficient to cover logarithm part of jee main and advanced preparation. It has numerous solved examples and previous year questions to give learners a strong hold on logarithm portion of IIT-JEE preparation.

(Hindi) Logarithm and its Properties: IIT JEE

IIT Bombay | Taught AIR 1, 6, 20*in JEE Advanced | Taught AIR 28 (AIIMS Delhi) | Tutored INCHO AIR 60 | Mentored multiple 100 percentiles.

Sachin Rana

This course deals with all the concepts and questions in the very important chapter Binomial Theorem.

Binomial Theorem: IIT JEE

IIT-B Graduate, Mentor, Author of 5 JEE Adv Maths Series,
Kota Educator from past 16+ years, Mentor of many Top 100 Rankers in JEE Advanced.

Om Sharma

This course contains superb questions which will help you to enhance your knowledge with depth about algebra.

(Hindi) Problem Solving Course on Algebra - IIT JEE

This covers all the required topics on binomial theorem for JEE Main and Advanced, BITSAT, VITEEE and other regional engineering entrance exams.

(Hindi) Binomial Theorem Made Easy - IIT JEE

Education:-B.Tech from NIT SURAT,
teaching experience:-6+ years offline,
mentoring more than 2000 students for IIT-JEE.

Meva Ram 

This detailed course of Binomial theorem is prepared according to the syllabus of JEE Mains and  Advanced.In which notes are prepared in English and audio recording is in Hindi language.

(Hindi) Binomial Theorem for IIT-JEE (Mains and Advanced)

Maths Faculty for IIT JEE , Author of McGraw Hill in IIT JEE section, Ex Senior Professor of Aakash Instt,New Delhi

Rejaul Makshud

This course deals with concepts of - Probability for IIT JEE

Lessons

20 lessons • 4h 22m

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Course overview (in Hindi)

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Binomial Theorem and Pascals triangle (in Hindi)

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Number of Terms in Binomial, Trinomial, Multinomials (in Hindi)

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Del replace Sum of coefficeint and Binomial Coefficeints (in Hindi)

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Binomial coeff and results (in Hindi)

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General term in Expansion of Binomial (in Hindi)

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Del with b6 General Term in Expansion and Problems (in Hindi)

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Middle term(s) in Binomial Expansion (in Hindi)

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Terms in Rational Irrational Binomials (in Hindi)

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Properties of Binomial coefficeints p1 (in Hindi)

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