Learn and Teach Vedic Mathematics

by Cosmic S. K. Kapoor

Contents:

• Foreword
• Preface

 I. Ancient wisdom:

1.  
   1. Urge to know
   2. Learn and teach
   3. Four courses: first course: learn and teach Vedic mathematics on geometry formats
   4. Second course: Vedic mathematics for beginners
   5. Third course: mathematics chase of Sanskrit
   6. Fourth course: transcended basis of human frame
   7. Why Vedic mathematics
   8. Glimpses of Vedic mathematics
   9. Multi-dimension of time, space and time and space in Mansara

II. Ganita Sutras' geometric formats:

1.  
   1. Ganita Sutras text
   2. Format of Ganita Sutra-1
   3. Format of Ganita Sutra-2
   4. Format of Ganita Sutra-3
   5. Format of Ganita Sutra-4
   6. Format of Ganita Sutra-5
   7. Format of Ganita Sutra-6
   8. Format of Ganita Sutra-7
   9. Format of Ganita Sutra-8
   10. Format of Ganita Sutra-9
   11. Format of Ganita Sutra-10
   12. Format of Ganita Sutra-11-16

III. Space book:

1.  
   1. (English-pairing)
   2. A, An, The
   3. That, this,
   4. One
   5. Two
   6. (Mirror, content)
   7. (Linear, order)
   8. (The end, Be end, God)
   9. Seed, Space seed, Seed space seed
   10. Vedic mathematics operations
   11. Space book chapter: order/four : sequential formulations first, second, third and so on

IV. Sun God creator:

1.  
   1. Sequential formulations one, two, three and so on
   2. V. Shrimad Bhagwad Geeta:
   3. Geeta study zone chase step-I
   4. Geeta chapter-1
   5. Tables
   6. Electronic configurations tables (chapters 1 to 18)
   7. Chase as manifestation layer (3, 4, 5, 6)

VI. Features of basics:

1.  
   1. Basics features formulations

VII. Initial lessons:

1.  
   1. Lesson-1 Ganita Sutras
   2. Lesson-2 Ganita Upsutras
   3. Lesson-3 Ganita Sutra-1
   4. Lesson-4 Number cone
   5. Lesson-5 Domain boundary ratio
   6. Lesson-6 Geometric components formulation
   7. Lesson-7 Existence of higher spaces
   8. Lesson-8 Outward and inward expansions
   9. Lesson-9 Geometries of 3-space
   10. Lesson-9 (2n+1) geometries for n-space
   11. Lesson-11 Requirement of 960 cubes to net 6-space domain

VIII. For cosmic intelligence learning from Stage-I:

1.  
   1. Text
   2. Mathematics activity
   3. Lesson-1 Counting with rule from 1 to 10
   4. Lesson-2 Number line
   5. Lesson-3 Counting with rule from 10 to 19
   6. Lesson-4 Counting with rule from 20 to 29
   7. Four weeks training course for first stage Vedic mathematics teacher
   8. Group one: Lesson 1 to 10 for first week of first semester of training course

IX. Appendices

This is another book in series of five previous books of Dr. S.K. Kapoor. This very gentally is taking us towards is intuition and conviction, as that Vedic knowledge is lively within rays of the sun. In his words "Vedas are written on rays of the sun". He feels blissfully about everything, all as a single domain, and a single discipline of knowledge.

Step by step his thesis about nature, as common source of all ancient wisdom is unfolding blissfully. The beauty with which the ancient wisdom unfolding as Ganita Sutras and number value formats as organization formats of orthodox and classical English Vocabulary is preserving is enchanting. It stimulates the intelligence. It stimulates and perfects the intelligence, transcending the manifested formats of formulation as English Vocabulary has started unfolding through this approach. It is wonderfully embracing humbleness to get posed with uncomfortable situation eluding answer as to how it all stood designed and then at what point of time and then, further by whom.

About the Author:

Cosmic Kapoor, S.K., Ved Rattan is disciple of Yogiraj Sri Sripad Babaji Maharaj, Vrindavan and H. H. Maharishi Mahesh Yogiji Maharaj. Dr. Cosmic Kapoor is continuing with the old traditions and is reviving the ancient discipline of Vedic Mathematics and Vedic Geometry. Going by the saying that Author is known by the books Authored by him, it can be well said in respect of Ved Rattan Dr. S. K. Cosmic Kapoor that he is deserving disciple of enlightened Gurus. 

Dr. Kapoor has been awarded Guru Ganeshwarananda Veda Ratna Puraskar 1997 by Bhartiya Vidya Bhawan for his excellence and research in the field of Vedic Science and Mathematics The Ved Ratna Puraskar, as these are called, have come to be accepted as highest epitomes of all honours that a Vedic scholar can strive to achieve in his life time.