Ask Question
Sign In

Your Wishlist : Locations

Joint Entrance Examination (JEE Main Paper 1)

Organized By: National Testing Agency (NTA)


Applicable For

Under Graduate

Course Level


Exam Date

Click Here

Registration Link

1000 (INR)

Registration Fee


Maximum Marks


No of Questions


Exam Mode

English + 12

Paper Language

2 /Year

Conduct Frequency

National Entrance

Exam level


No of Seats


Counseling By

Binomial Theorem - Download Notes (JEE Main)

Binomial Theorem JEE Main

What is Binomial Theorem ?

The binomial theorem is a mathematical formula used to expand binomial expressions raised to positive integer exponents. It enables us to calculate the coefficients and terms of the expansion. The theorem finds applications in algebra, combinatorics, and calculus, allowing for simplification of complex expressions and evaluation of binomial coefficients. The coefficients are determined using combinations and follow Pascal's triangle. Understanding the binomial theorem is crucial for solving problems involving binomial expansions, probability calculations, and algebraic manipulations. It provides a valuable tool for simplifying expressions and solving diverse mathematical problems.

Download PDF on Binomial Theorem

Download PDF


Table of Content 

1. Binomial theorem.

2. Binomial theorem for positive integral index.

3. Some important expansions.

4. General term.

5. Independent term or constant term.

6. Number of terms in the expansion of (a + b + c)n and (a + b + c + d)n.

7. Middle term.

8. To determine a particular term in the expansion.

9. Greatest term and greatest coefficient.

10. Properties of binomial coefficients.

11. An important theorem.

12. Multinomial theorem (For positive integral index) 

13. Binomial theorem for any index.

14. Three/four consecutive terms or coefficients.

15. Some important points.

16. First principle of mathematical induction.

Ask Question

Top Institutions accept JEE Main Paper 1

Inquiry Now

Location for : Listing Title