Course Description
This course is carefully designed to cover all the fundamental concepts of Permutations, Combinations & Probability.
It has 81 lectures spanning 9+ hours of on-demand videos that are divided into 8 sections along with a special section on GMAT Past Paper problems. Each topic is explained extensively - by solving multiple questions along with the student during the lectures. The students are also provided and encouraged to solve practice questions & quizzes provided at the end of each topic.
Topics covered in the course
Permutations
- Fundamental principles of counting
- Arrangement in a row
- Permutations of objects not all Distinct
- Conditional Permutations
- Formation of numbers with different restrictions
- Circular Permutations
- Challenging Problems on Permutation
Combinations
- Properties of C (n, r)
- Basic Problems on Combinations
- Combination Problems with restrictions
- Challenging questions on Combination
Problems involving both Permutations and Combinations
- Simple problems
- Highly Skilled Problems
Probability
- Empirical Probability
- Theoretical Probability
- Some Important terms of Probability
- Coins and Simple Problems on Coins
- Dice short Tricks
- Algebra of Events based on Set Theory
- Sample Space
- Mutually Exclusive Events
- Probability-based on numbers
- Odds in favor and Odds against
- Probability-Based upon Permutation or arrangements
- Probability based on combinations or selection
- Problems with Balls using combinations
- Problems involving P(AUB) or P(AUBUB)
Conditional Probability and Baye’s Theorem
- Conditional Probability
- Practice Problems on Conditional Probability
- Multiplication Theorem on Probability
- Practice Problems on Multiplication Theorem
- Independent Events
- Practice Questions on Addition & multiplication Theorem
The Law of Total Probability and Bayes’ Theorem
- The law of total Probability
- Practice Problems on the Law of Total Probability
- Bayes’ Theorem
- Practice Problems on Bayes’ Theorem
GMAT – Past Paper Problems
- GMAT Problems (step-by-step solutions to 20 problems)
What Are The Requirements or Prerequisites?
Basic knowledge of Mathematics (up to middle school)
Who is this course for?
- Students preparing for GMAT, SAT, GRE, ACT, CAT, Bank PO and SSC CGL and different competitive exams
- High school students (covers the syllabus of almost all the boards like CBSE, ICSE, IB, and different state boards)
- Anyone who wants to brush up on Permutations, Combinations & Probability
What will students learn in this course?
- Permutations (Fundamental principles of counting, Arrangement in a row, Conditional Permutations, Circular Permutations, etc.)
- Combinations (Properties of C (n, r), Basic Problems on Combinations, Combination Problems with restrictions, etc.)
- Problems involving both permutations and Combinations (Simple problems, Highly Skilled Problems)
- Empirical Probability, Theoretical Probability, Coins, Dice, Algebra of Events based on Set Theory
- Sample Space, Mutually Exclusive Events, Odds in favor and Odds against, P(AUB) or P(AUBUB), etc.)
- Conditional Probability and Bayes’ Theorem (Multiplication Theorem on Probability, Independent Events, etc.)
- The Law of Total Probability and Bayes’ Theorem
- GMAT – Past Paper Problems
Here’s what some students say about the course
- "Great! Very good explanations with great care in conveying the principles as well as the practical aspects of the concepts" - Anacleto Correia
- "The course is amazing and the level of the questions is very high. Plus the instructor is also a supporting one. She answers each and every question. I am having great learning till now" - Mayank Ahuja
- "Great Course. Very Useful Tricks provided to solve problems quickly" - Kamlesh Jaiswal
Feel free to contact me with any questions or clarifications you might have.
I look forward to seeing you in the course! :)