Vedic Math Magic: Mastering Numbers With Ease

Unlock the Secrets of Effortless Math: Become a Math-a-magician

What you'll learn

Cultivate a positive attitude towards math and overcome fear or anxiety associated with mathematical calculations.

Master multiplication techniques for large numbers effortlessly.

Learn division shortcuts for quick and accurate calculations.

Acquire skills to find squares, square roots, cubes, and cube roots mentally.

Gain confidence in handling complex mathematical problems with ease and accuracy.

Improve mental calculation skills and reduce dependency on calculators or written methods

Understand the principles behind Vedic math techniques to apply them effectively in various scenarios

Enhance problem-solving abilities by recognizing patterns and using mathematical properties efficiently

Achieve mastery in mental math, making mathematics enjoyable and rewarding.

Gain edge over others during competitive exams like GMAT, CAT, CMAT, CLAT to solve complex maths problems

Requirements

Students above 9 years of age.

Basic understanding of arithmetic operations (addition, subtraction, multiplication, division).

Familiarity with numbers up to at least three digits.

Willingness to practice regularly to enhance mental math skills.

Openness to learning new mathematical techniques and strategies.

Willingness to practice regularly to enhance mathematical proficiency.

Eagerness to build confidence in mathematical abilities and overcome math anxiety.

Description

In this comprehensive course, you will delve into the world of Vedic Math, a system of mathematical techniques originating from ancient India. Our goal is to empower learners to master numbers with ease and confidence, eliminating any fear or anxiety associated with mathematics. Here's what you can expect from this transformative learning experience:Foundation of Vedic Maths: Understand the fundamental principles and concepts of Vedic mathematics.Speed and Accuracy Techniques: Learn innovative methods and shortcuts for performing various mathematical operations swiftly and accurately. These techniques emphasize mental calculation, allowing you to calculate complex equations in your mind with ease .Problem-Solving Strategies: Develop problem-solving skills by applying Vedic Math techniques to a wide range of mathematical problems. From basic arithmetic to more advanced calculations, you'll learn efficient strategies to tackle any math challenge.Enhanced Mental Math: Unlock the potential of your mind with mental math exercises designed to supercharge your mathematical abilities. Prepare to discover the hidden powers of your brain and improve your overall math fluency.Practical Applications: Explore real-world applications of Vedic Math techniques in various fields such as finance, engineering, and everyday calculations. Understand how these methods can be applied beyond the classroom.Applications in Daily Life: Apply Vedic math techniques in real-life scenarios, from budgeting to time management.Boost Confidence: Build confidence in your mathematical abilities and overcome fear of math.Interactive Learning: Engage in interactive exercises, quizzes, and practical examples for hands-on learning.Personalized Support: Benefit from personalized support and guidance from experienced instructors.Achieve Mastery: By the end of the course, you'll have mastered Vedic math and transformed your approach to numbers.By the end of this course, you will not only have mastered Vedic Math but also gained confidence in your mathematical abilities, enabling you to approach numbers with ease and precision.

Overview

Section 1: Introduction to Vedic Maths

Lecture 1 Why You Must Learn Vedic Maths

Lecture 2 What is Vedic Maths?

Lecture 3 How to navigate the course

Lecture 4 How to maximize your learning

Section 2: Let's Begin

Lecture 5 What to expect from the course

Lecture 6 Know your instructor

Section 3: Understand the Basics

Lecture 7 Base of a Number

Lecture 8 Know the Purkha

Section 4: Addition

Lecture 9 Addition -Concept introduction

Lecture 10 Addition - Example 2

Lecture 11 Addition - Example 3

Lecture 12 Addition - Example 4

Section 5: Subtraction

Lecture 13 Subtraction - Concept introduction

Lecture 14 Subtraction - Example 2

Lecture 15 Subtraction - Example 3

Lecture 16 Subtraction - Example 4

Lecture 17 Subtraction - Example 5

Section 6: Multiply By 11, 111

Lecture 18 Multiply by 11 - Introduction

Lecture 19 Multiply by 11 - Example 2

Lecture 20 Multiply by 11 - Example 3

Lecture 21 Multiply by 111 - Introduction

Lecture 22 Multiply by 111 - Example 1

Lecture 23 Multiply by 111 - Example 2

Section 7: Dual Numbers

Lecture 24 Dual Numbers - Concept Introduction

Lecture 25 Dual Numbers - Example 1

Lecture 26 Dual Numbers - Example 2

Lecture 27 Dual Numbers - Example 3

Section 8: Arambha Model

Lecture 28 Multiplication Using Arambha Model - Introduction

Lecture 29 Arambha Multiplication - Example 1

Lecture 30 Arambha Multiplication - Example 2

Lecture 31 Arambha Multiplication - Example 3

Lecture 32 Arambha Multiplication - Example 4

Lecture 33 Arambha Multiplication - Example 5

Lecture 34 Squares Using Arambha model

Section 9: Anthyok Model

Lecture 35 Multiplication Using Anthyok Model - Introduction

Lecture 36 Anthyok Multiplication - Example 1

Lecture 37 Anthyok Multiplication - Example 2

Lecture 38 Anthyok Multiplication - Example 3

Lecture 39 Anthyok Multiplication - Example 4

Lecture 40 Squares Using Anthyok - Example 1

Lecture 41 Squares Using Anthyok - Example 2

Lecture 42 Squares Using Anthyok - Example 3

Lecture 43 Squares Using Anthyok - Example 4

Section 10: Multiplication by 9, 99, 999

Lecture 44 Multiply by 9, 99 and 999 - Concept Introduction

Lecture 45 Multiplication by 9_Example 1

Lecture 46 Multiplication by 9_Example 2

Lecture 47 Multiplication by 99_Example 1

Lecture 48 Multiplication by 999_Example 1

Lecture 49 Multiplication by 999_Example 2

Section 11: Multiplication Using Higher Base (HB)

Lecture 50 HB - Concept Introduction

Lecture 51 Multiplication Using HB 10

Lecture 52 Multiplication Using HB 20

Lecture 53 Multiplication Using HB 40

Lecture 54 Multiplication Using HB 50

Lecture 55 Multiplication Using HB 60

Lecture 56 Multiplication Using HB 70

Lecture 57 Multiplication Using HB 80

Lecture 58 Multiplication Using HB 90

Lecture 59 Multiplication Using HB 100

Lecture 60 Multiplication Using HB 200

Lecture 61 Multiplication Using HB 300

Lecture 62 Multiplication Using HB 400

Lecture 63 Multiplication Using HB 600

Lecture 64 Multiplication Using HB 700

Lecture 65 Multiplication Using HB 800

Lecture 66 Multiplication Using HB 900

Lecture 67 Squares Using Higher Base

Lecture 68 Squares Using Higher Base Example 1

Lecture 69 Squares Using Higher Base Example 2

Lecture 70 Squares Using Higher Base Example 3

Section 12: Multiplication Using Lower Base (LB)

Lecture 71 LB - Concept Introduction

Lecture 72 LB less than 100 - Example 1

Lecture 73 LB less than 100 - Example 2

Lecture 74 LB less than 100 - Example 3

Lecture 75 LB less than 100 - Example 4

Lecture 76 LB Greater than 100 - Example 1

Lecture 77 LB Greater than 100 - Example 2

Lecture 78 LB Greater than 100 - Example 3

Lecture 79 Squares Using Lower Base Example 1

Lecture 80 Squares Using Lower Base Example 2

Lecture 81 Squares Using Lower Base Example 3

Lecture 82 Squares Using Lower Base Example 4

Section 13: Division by 9 and 99

Lecture 83 Concept Introduction

Lecture 84 Division by 9 - Example 1

Lecture 85 Division by 9 - Example 2

Lecture 86 Division by 9 - Example 3

Lecture 87 Division by 9 - Example 4

Lecture 88 Division by 99 - Example 1

Lecture 89 Division by 99 - Example 2

Lecture 90 Division by 99 - Example 3

Section 14: Division by 8, 98, 97, 96

Lecture 91 Division by 8 - Example 1

Lecture 92 Division by 8 - Example 2

Lecture 93 Division by 98 - Example 1

Lecture 94 Division by 98 - Example 2

Lecture 95 Division by 97 - Example 1

Lecture 96 Division by 97 - Example 2

Lecture 97 Division by 96 - Example 1

Lecture 98 Division by 96 - Example 2

Section 15: Division by 19, 199

Lecture 99 Division by 19 - Example 1

Lecture 100 Division by 19 - Example 2

Lecture 101 Division by 19 - Example 3

Lecture 102 Division by 199 - Example 1

Lecture 103 Division by 199 - Example 2

Lecture 104 Division by 199 - Example 3

Section 16: Division by 11, 12

Lecture 105 Division by 11 - Example 1

Lecture 106 Division by 11 - Example 2

Lecture 107 Division by 11 - Example 3

Lecture 108 Division by 12 - Example 1

Lecture 109 Division by 12 - Example 2

Section 17: Division by 101, 102, 103, 104

Lecture 110 Division by 101

Lecture 111 Division by 102

Lecture 112 Division by 103

Lecture 113 Division by 104

Section 18: At the End

Lecture 114 Conclusion

Students aged 9 years and above who want to improve their mathematical skills using Vedic math techniques,Students preparing for campus recruitment tests, Government recruitment exams like UPSC, MPSC, IBPS, Railways, SSC, competitive exams - GMAT, CAT, CMAT, CLATs,Learners with a basic understanding of arithmetic operations like addition, subtraction, multiplication, and division,Those seeking to improve their mental math skills for faster and accurate calculations,Learners with goals of improving math proficiency, overcoming fear of numbers, and mastering mental math techniques,Students who may experience math anxiety or fear and are seeking methods to overcome these challenges.