Mathematics Faculty at a leading coaching institute. Cleared IIT JEE 2012 with AIR 661 in General category and did B.Tech from IIT Delhi.

Ashish Jethwani

This course covers all the important formulae and concepts related to Probability. The chapter covers the terminology, addition theorem, conditional probability, total probability theorem, baye's theorem and binomial probability theorem.

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) Probability for Mains and Advanced: IIT JEE

Statistics

Algebra

Mathematics

IITJEE, NEET UG and Foundation

Ace the toughest competitive and government exams in India 

Test Preparation

In this lesson, the basic terminology frequently used in probability is discussed. Further the meaning of mutually exclusive and exhaustive events is understood.

Important Terminology in Probability (in Hindi)

In this lesson, the formula for probability of an event is understood and various profile of problems are discussed.

Classical Definition of Probability and questions (in Hindi)

In this lesson, the addition theorem of probability is discussed. Further two very important topics, conditional probability and independent events are understood in detail and questions on it are analysed.

Addition Theorem, Conditional Probability and Independent events (in Hindi)

In this lesson, the total probability theorem is discussed and questions on it are analysed.

Total Probability Theorem (in Hindi)

In this lesson, the baye's theorem is discussed and questions on it are analysed.

Baye’s theorem (in Hindi)

In this lesson, the binomial probability theorem and formulae for the mean and variance of a binomial probability distribution are discussed. Further questions on it are analysed.

Binomial Probability Theorem and Distribution (in Hindi)

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

(Hindi) Probability - IV : IIT JEE

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 Course explains the portion of Probability in great detail with special focus of JEE Main and Advanced Exam. The concepts have been started from basics and taken up Advanced level. Side by Side typical solved examples have been taken up to strengthen the concepts for strong fundamentals foundation to excel in any competitive exam. This course is suitable for anyone who wants to have in-depth knowledge of probability.

(Hindi) Probability Made Easy for IIT-JEE

This Course aims to provide crisp knowledge of statistics for IIT-JEE Exam. Concepts of Statistics of class 11 school exams will also be covered. This also includes the previous year questions on statistics

(Hindi) Statistics Complete Course on Latest Pattern : IIT JEE

I have more than three years of experience in teaching. I love to teach and to Solve mathematical problems of students.

Twinkal Jain

This course is about statistics in iit jee syllabus. it contains whole concepts. Here are the examples also to describe the concept in easy.

(Hindi) Statistics

B.Tech in Information Technology 
love music, the necessity of life .

Sukanya Naskar

The course is all about the methods which will help the students to do probability with ease

Probability Concept for JEE Aspirants

This course explains all the concepts of Permutations Combinations for JEE Main and Advanced namely Linear permutations, arangement of like objects, selection of objects, beggars method, grouping method, gap method, circular permutation etc.

Lessons

6 lessons • 1h 13m

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Important Terminology in Probability (in Hindi)

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Classical Definition of Probability and questions (in Hindi)

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Addition Theorem, Conditional Probability and Independent events (in Hindi)

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Total Probability Theorem (in Hindi)

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Baye’s theorem (in Hindi)

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Binomial Probability Theorem and Distribution (in Hindi)