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Lecture 1: Binomial Theorem Part 1

00:41:30

Lecture 2: Binomial Theorem Part 2

00:49:04

Lecture 3: Binomial Theorem Part 3

01:09:46

Published    09-Jan-2019      Bilingual

BINOMIAL THEOREM- MATHEMATICS CBSE CLASS 11TH

 
Study Khazana delivers CBSE Class 11th Maths, three video lectures on Binomial Theorem with complete solutions using sample paper based on NCERT Syllabus. This chapter covers the following topic to make students understand the topic and covers the whole chapter with all the question and answers.    

WHAT DO YOU STUDY IN BINOMIAL THEOREM?

 
  • History of Binomial Theorem 
  • Statement and proof of the binomial theorem for positive integral indices 
  • Pascal's triangle
  • General and middle term in binomial expansion
  • Simple applications  

    HOW WE HELP THE STUDENTS???

      These video lectures will make the subject easy for students. The free lecture is available as a demo. It will include question and answers of the students undertaken during the class. CBSE Class 11th previous question papers and sample papers are also given to the students for practice. Video Lectures classes are taken by Study Khazana’s best faculties. Video lectures contain examples and formulas related to different topics. We have doubt sessions on YouTube related to students queries asked on WhatsApp. These classes are based on NCERT Syllabus. We offer pen drives and online-offline study mode to the students. We also have Android and IOS Study Khazana mobile app for helping students to study anywhere at any time.  

Gurpreet Singh

Phone: 09********90 Email: gse********@gmail.com
Address: B-253A Street No -3 Majis Park Adarsh Nagar Delhi -110033 Institute: G.S Education

About Us

Teaching from last 19 years


Qualification

POST GRADUATE


Biography

19 years



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STUDY KHAZANA is an e-treasure of knowledge and education with one aim of upbringing the level of education all over the India. In the journey of more than 25 years with 150 centers across the India we discovered that many student are out of the reach of proper education due to poverty.

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