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30-Day Money-Back Guarantee

This course includes:

  • 4.5 hours on-demand video
  • Full lifetime access
  • Access on mobile and TV
  • Assignments
Teaching & Academics Math

Beauty of Vedic Speed Mathematics (Vedic Maths)

Ancient India's Amazingly Compact, Powerful & World's Fastest Mental Calculation System
Rating: 4.7 out of 54.7 (53 ratings)
630 students
Created by Chaitanya Patil
Last updated 11/2020
English
30-Day Money-Back Guarantee

What you'll learn

  • You will be able to solve Mathematical problems in very less time.
  • You will become Conceptually Strong.
  • You will Develop Strong Analytical Thinking.
  • You will find Improvement in your Mental Ability, Sharpness, Creativity, Intelligence & Self Confidence.
  • You will come out of Maths Phobia & become Mathe-Magician.
  • You will Achieve Academic & Overall Success.

Requirements

  • Arithmetic Basics

Description

Vedic Speed Mathematics is a collection of simple one liner formulas to solve mathematical problems in easy and faster way. It is Very Simple, Efficient, Fast, Coherent, Flexible, Original & Straight Forward. It is Amazingly Compact, Powerful & World's Fastest Mental Calculation System. India's next gift to the world could be Vedic Speed Mathematics. You can solve mathematical problems in just few seconds. Students just loves it.

Who this course is for:

  • Students (School and College Goers).
  • Parents (For Self Learning and Teaching their Kids).
  • Mathematics Teachers and Math Lovers.
  • Students who all are preparing various competitive exams & Job Interviews where fast calculations are required.
  • Scientists and Researchers (to enable further research in Indian Mathematics, Astronomy, Astrophysics etc.).

Course content

16 sections • 51 lectures • 4h 16m total length

  • Preview01:08
  • Preview00:59

  • Preview03:29
  • Preview07:18
  • Preview04:35
  • Case 3: Base Method (When one number is below and another is above Working Base)
    06:46
  • Case 4: Base Method (Two Different Working Bases)
    06:33
  • Case 5: Base Method (Not nearer to Working Base)
    06:17
  • Multiplication (using Base Method)
    10 questions

  • Preview07:59
  • Criss - Cross (3×3)
    10:58
  • Criss - Cross (4×4)
    08:05
  • Criss - Cross (5×5; 6×6 and Higher)
    05:31
  • Multiplication (using Criss - Cross Method)
    10 questions

  • Multiplication by Repeating 9s (×99; ×999; ×9999;×99999; etc.)
    08:31
  • Multiplication when Final Digits Added up gives Power of 10
    06:40
  • Multiplication by 11
    04:40
  • Multiplication by 12
    04:46
  • Multiplication by 5, 25 and 125
    03:35
  • Miscellaneous Examples
    02:27
  • Multiplication (Special Cases)
    34 questions
  • Multiplication (Special Cases - 2)
    10 questions

  • Introduction to Division
    01:12

  • Introduction to Vinculum Numbers
    04:03
  • Division (using Transpose and Apply - Above Working Base)
    09:58
  • Division (using Transpose and Apply - Above Working Base - Some More Examples)
    15:56
  • Division (using Transpose and Apply - Below Working Base)
    08:52
  • Division (using Transpose and Apply)
    10 questions

  • Division using Flag Method
    10:00
  • Division (using Flag Method)
    10 questions

  • Addition (using Purification)
    03:48
  • Addition (using Base Method)
    02:44
  • Addition
    10 questions

  • Subtraction using "All from 9 and Last from 10"
    03:07
  • Subtraction using Purification
    03:14
  • Subtraction using Base Method
    02:36
  • Subtraction
    14 questions

  • Preview03:13
  • Preview04:24
  • Squares (using Complements)
    04:35
  • Squares (using Criss Cross Method)
    01:00
  • Squares
    10 questions

Instructor

Chaitanya Patil
Author of Vedic Speed Mathematics series eBooks
Chaitanya Patil
  • 4.7 Instructor Rating
  • 56 Reviews
  • 664 Students
  • 2 Courses

Mr. Chaitanya Patil is formerly Asst. Professor in the School of Computer Engineering at MIT Pune. He is a Social Volunteer and Distinguished Author of various books including "Vedic Speed Mathematics" series Kindle eBooks. He personally taught Vedic Speed Mathematics to more than 600 Students from all over the Globe.

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