This comprehensive course is designed to help students master the Binomial Theorem and its wide-ranging applications in JEE (Main and Advanced). Focused on building speed, accuracy, and conceptual depth, this course will guide you through fundamental to advanced concepts, ensuring you’re well-prepared for competitive problem-solving.
Topics Covered
Binomial Theorem for Positive Integral Indices
General Term, Middle Term in the Expansion of (a + b)^n
Greatest Binomial Coefficient
Numerically Greatest Term in the Binomial Expansion
Properties of Binomial Coefficients
Use of Differentiation, Integration, Complex Numbers in Binomial Theorem
Multinomial Expansion
Binomial Theorem for any Index
Applications of Binomial Expansions
Prerequisites
Students should be familiar with basic factorization, algebraic expansions, and fundamental mathematical concepts.
Know Your Educator
Ashish Khare
A top educator of IIT-JEE & Maths Olympiads, Ashish Sir has mentored thousands of JEE rankers & admits to renowned foreign universities, including MIT, Stanford, UCB, etc., over the last 26 years.
Based in Jaipur, India, he is a senior mentor at Narayana Jaipur and teaches for top ranks of IIT-JEE and Maths Olympiads, along with being a mathematician at the American Mathematical Society.
Course Schedule
Duration- 6 Days | 6 Hours
Class 11, Class 12, 12th Pass
JEE (Main + Advanced)
Admission Mode
Direct Enrollment via NTSC Platform
Medium Of Instruction
Hinglish
This Course Includes
Lecture Notes
Worksheets
Mock Tests
Coming Soon
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