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    Become A Permutations And Combinations Master

    Posted By: ELK1nG
    Become A Permutations And Combinations Master

    Become A Permutations And Combinations Master
    Last updated 1/2022
    MP4 | Video: h264, 1280x720 | Audio: AAC, 44.1 KHz
    Language: English | Size: 702.11 MB | Duration: 5h 46m

    Learn everything from Permutations and Combinations with 60+ solved examples

    What you'll learn
    Fundamental Principal of Counting
    Factorial
    Different cases of Permutations such as word formation, Circular Permutations, etc.
    Different cases of Combinations such as selection of teams.
    Application of Permutations and Combinations to Number Theory
    Division into Groups
    Arrangements in Groups
    Derangements
    Application of Multinomial Theorem to solve problem of Permutations and Combinations
    To find number of rectangles and squares in a given block of squares arranged in the form of rectangles or squares
    Exponent of Prime p in n!
    Some other important results
    Requirements
    Fundamental of Maths
    Basic Arithmetics
    Description
    HOW BECOME A PERMUTATIONS AND COMBINATIONS MASTER IS SET UP TO MAKE COMPLICATED PROBABILITY AND STATISTICS EASY


    This course deals with concepts required for the study of Probability and Statistics. Statistics is a branch of science that is an outgrowth of the Theory of Probability. Permutations and Combinations are used in both Statistics and Probability ; and they in turn involve operations with factorial notation.
    This 50+ lecture course includes video explanations of everything from Permutations and Combinations, and it includes more than 60+ examples (with detailed solutions) to help you test your understanding along the way. Become a Permutations and Combinations Master is organized into the following sections:


    Fundamental Principle of CountingFactorialPermutations including Circular PermutationsCombinationsApplication to Number TheoryDivision into GroupsArrangements in GroupsDerangementsMultinomial TheoremNumber of Rectangles and SquaresExponent of Prime p in n!Important Results to remember




    Overview

    Section 1: Introduction

    Lecture 1 Learning Objectives

    Section 2: Fundamental Principle of Counting

    Lecture 2 Fundamental Principle of Counting

    Section 3: Factorial

    Lecture 3 Factorial

    Section 4: Permutations

    Lecture 4 Permutations - Definition, Result 1, Solved Example 1

    Lecture 5 Permutations - Result 1, Solved Example 2

    Lecture 6 Permutations - Result 1, Solved Example 3

    Lecture 7 Permutations - Result 1, Solved Example 4 and 5

    Lecture 8 Permutations - Result 2, Solved Example 1 and 2

    Lecture 9 Permutations - Result 3, Solved Example 1 and 2

    Lecture 10 Permutations - Result 4, Solved Example 1 and 2

    Lecture 11 Permutations - Result 4, Solved Example 3

    Lecture 12 Permutations - Result 4, Solved Example 4

    Lecture 13 Permutations - Result 5 (Circular Permutations), Part (i), Solved Example 1

    Lecture 14 Permutations - Result 5 (Circular Permutations), Part (i), Solved Example 2

    Lecture 15 Permutations - Result 5 (Circular Permutations), Part (ii), Solved Example 1, 2

    Lecture 16 Permutations - Result 6 (Circular Permutations), Solved Example

    Section 5: Combinations

    Lecture 17 Combinations - Definition, Result 1

    Lecture 18 Combinations - Result 1, Solved Example 1 and 2

    Lecture 19 Combinations - Result 1, Solved Example 3 and 4

    Lecture 20 Combinations - Result 1, Solved Example 5 and 6

    Lecture 21 Combinations - Result 2, Solved Example 1 and 2

    Lecture 22 Combinations - Result 3, Solved Example 1 and 2

    Lecture 23 Combinations - Result 3, Solved Example 3

    Lecture 24 Combinations - Result 4 and 5, Solved Example 1 each

    Lecture 25 Combinations - Result 6, Solved Example 1 and 2

    Section 6: Application to Number Theory

    Lecture 26 Application to Number Theory - Concept and Solved Example 1

    Lecture 27 Application to Number Theory - Solved Example 2

    Lecture 28 Application to Number Theory - Solved Example 3

    Section 7: Division into Groups

    Lecture 29 Division into Groups - Concept

    Lecture 30 Division into Groups - Solved Example 1 and 2

    Lecture 31 Division into Groups - Solved Example 3

    Lecture 32 Division into Groups - Solved Example 4

    Section 8: Arrangement in Groups

    Lecture 33 Arrangement in Groups - Case 1, Solved Example 1

    Lecture 34 Arrangement in Groups - Case 2, Solved Example 1

    Lecture 35 Arrangement in Groups - Case 3, Solved Example 1 and 2

    Lecture 36 Arrangement in Groups - Case 3, Solved Example 3

    Lecture 37 Arrangement in Groups - Case 3, Solved Example 4 and 5

    Lecture 38 Arrangement in Groups - Case 3, Solved Example 6

    Lecture 39 Arrangement in Groups - Case 4, Solved Example 1 and 2

    Lecture 40 Arrangement in Groups - Case 5, Solved Example 1

    Section 9: Derangements

    Lecture 41 Derangements - Concept, Solved Example 1

    Section 10: Multinomial Theorem

    Lecture 42 Multinomial Theorem - Concept and Solved Example 1

    Lecture 43 Multinomial Theorem - No. of Solution of Equation - Concept and Solved Example 1

    Lecture 44 Multinomial Theorem - No. of Solution of Equation - Solved Example 2

    Section 11: Number of Rectangles and Squares

    Lecture 45 Number of Rectangles or Squares - Concept and Solved Example

    Section 12: Exponent of Prime p in n!

    Lecture 46 Exponent of Prime p in n! - Solved Example 1 and 2

    Lecture 47 Exponent of Prime p in n! - Solved Example 3

    Lecture 48 Exponent of Prime p in n! - Solved Example 4

    Section 13: Important Results to Remember

    Lecture 49 Important Results to Remember - Result 1, 2, 3 and Solved Example

    Lecture 50 Important Results to Remember - Result 4 and solved Example 1

    Current Permutations and Combinations students, or students about to start Permutations and Combinations who are looking to get ahead,Students of Probability and Statistics, as Permutations and Combinations is the prerequisite course to Probability and Statistics.,Anyone who wants to study maths and statistics for fun after being away from school for a while