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New Delhi, India: Motilal Banarsidass. H Hardcover. New. As NEW in As NEW DJ. Science 367 P. This original work on Vedic Mathematics (Vedic Maths) begins with various introductions prefaces etc., illustrative specimen samples and a list of the Sutras and their corollaries. The book covers a considerable range of topics and is intended as an introduction to Vedic Mathematics. Contents: 1 Actual Applications Of The Vedic Sutras. 2 Arithmetical Computations. 3 Multiplication. Practical Application In "Compound Multiplication" Practice And Proportion In "Compound Multiplication". 4 Division By The Nikhilam Method. 5 Division By The Paravartya Method. 6 Argumental Division Linking Note (Recapitulation And Conclusion). 7 Factorisation (Of Simple Quadratics). 8 Factorisation (Of Harder Quadratics). 9 Factorisation Of Cubics Etc. 10 Highest Common Factor. 11 Simple Equations (First Principles). 12 Simple Equations (By Sunyam Etc.)13 Merger Type Of Simple Easy Equations. 14 Complex Mergers.…
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VEDIC MATHEMATICS: or 'Sixteen Simple Mathematical Formulae From the Vedas'
by Jagadguru Swami Sri Bharati Krishna Tirthaji Maharaja, Shankaracharya of Govardhana Hatha, Puri
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VERTICALLY AND CROSSWISE
by A. P. Nicholas, K. Williams, J. Pickles
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Motilal Banarsidass, India. H Hard Cover. New. As NEW. Science 200P. This is an advanced book of sixteen chapters on one Vedic Maths Sutra, Vertically & Crosswise, ranging from elementary multiplication, etc. to the solution of non-linear partial differential equations. It deals with (i) calculation of common functions and their series expansions, and (ii) the solution of equations, starting with simultaneous equations and moving on to algebraic, transcendental and differential equations. The text contains exercises and answers. Contents: 1 Introduction To The Vertically And Crosswise Sutra; 2 Combined Operations Of Elementary Arithmetic; 3 Evaluation Of Determinants; 4 The Solution Of Simultaneous Linear Equations; 5 Inversion Of Matrices; 6 Curve-Fitting; 7 Evaluation Of Logarithms And Exponentials; 8 Change Of Roots Of Equations; 9 Sine, Cosine And Inverse Tangent; 10 Inverse Sine And Cosine And Tangent; 11 Transcendental Equations; 12 Solution Of Cubic And Higher Order Equations; 13 Functions…
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Vedic Math Teachers Manual, Volume 1, Elementary
by Kenneth Williams
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India: Motilal Banarsidass. 2005. F First Edition. H Hard Cover. New. Contents:PREFACE;LESSON 1 COMPLETING THE WHOLE;Introduction The Ten Point Circle; Multiples of Ten; Deficiency from Ten; Deficiency and Completion Together Mental Addition; Completing the Whole; Columns of Figures; By Addition and By Subtraction; Subtracting Numbers Near a Base; LESSON 2 DOUBLING AND HALVING: Doubling; Multiplying by 4, 8 Halving; Splitting Numbers; Dividing by 4, 8; Extending your Tables; Multiplying by 5, 50, 25 Dividing by 5, 50, 25; Dividing by 5; Dividing by 50, 25; LESSON 3 DIGIT SUMS: Adding Digits; The Nine Point; Circle; Casting out Nines; Digit Sum Puzzles; More Digit Sum Puzzles; The Digit Sum Check Multiplication Check; The Vedic square; Patterns from the Vedic Square; Number Nine; LESSON 4 LEFT TO RIGHT: Addition: Left to Right; Multiplication: Left to Right; Doubling and Halving; Subtraction: Left to Right; Checking Subtraction Sums; More Subtractions; LESSON 5 ALL FROM 9 AND THE LAST FROM 10: All From…
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Vedic Math Teachers Manual, Volume 3, Advanced
by Kenneth Williams
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India: Motilal Banarsidass. 2005. F First Edition. H Hardcover. New. Contents:PREFACE LESSON 1 LEFT TO RIGHT CALCULATIONS 1.1 INTRODUCTION 1.2 ADDITION 1.3 MULTIPLICATION Advantages OF LEFT TO RIGHT CALCULATION 1.4 WRITING LEFT TO RIGHT SUMS 1.5 SUBTRACTION 1.6 DIGIT SUMS 1.7 CHECKING DEVICES CHECKING SUBTRACTION SUMS 1.8 ALL FROM 9 AND THE LAST FROM 10 1.8a SUBTRACTION FROM A BASE 1.8b BAR NUMBERS ADVANTAGES OF BAR NUMBERS 1.8c GENERAL SUBTRACTION LESSON 2 SPECIAL METHODS 2.1 MULTIPLICATION NEAR A BASE 2.1a Numbers just below the base 2.1.b Above the base 2.1c Above and below 2.1d Proportionately 2.1e With different bases 2.2 MENTAL CALCULATIONS 2.3 SPECIAL NUMBERS 2.3a Repeating numbers 2.3b Proportionately 2.3c Disguises 2.4 DIVISION BY NINE 2.4a Adding Digits 2.4b A Short Cut 2.4c Dividing by 8 2.4d Algebraic Division 2.4e Dividing by 11, 12 etc. LESSON 3 RECURRING DECIMALS 3.1 DENOMINATOR ENDING IN 9 3.2 A SHORT CUT 3.3 PROPORTIONATELY 3.4 LONGER NUMERATORS 3.5 DENOMINATORS ENDING IN 8, 7, 6 3.6…
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Vedic Math Teachers Manual, Volume 2, Intermediate
by Kenneth Williams
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India: Motilal Banarsidass. 2005. F First Edition. H Hardcover. New. 2003. Contents:PREFACE LESSON 1 Basic Devices Introduction Digit Sums Left to Right Addition Multiplication Advantages of left to Right Calcn Writing Left to Right Sums Checking Devices Subtraction Subtraction from Left to Right Checking Subtraction Sums LESSON 2 MORE BASIC DEVICES Number Splitting Addition 14 / Subtraction Multiplication 16 / Division All from 9 and the Last from 10 Subtraction from a Base Calculations Involving Money First Extension Second Extension Combining the Extensions Bar Numbers Advantages of Bar Numbers General Subtraction LESSON 3 SPECIAL METHODS Proportionately Doubling and Halving Extending the Multiplication Tables Multiplying by 5, 50, 25 All from 9 and the Last from 10: Multiplication Numbers just below 100 Geometrical Proof Algebraic Proof Other Bases Numbers above the Base One Number ABOVE and one below the Base Proportionately Multiplying Numbers near Different Bases Squaring Numbers near a Base…
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Vibration Of The Speaking Voice, A Comprehensive Method. & Beyond Sight (A Story)
by Balliett, Mrs. L. Dow
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www.sacredscience.com Sacred Science Institute. 2006. Deluxe Hardcover Facsimile Edition Privately Printed. H Hard Cover Maroon Suede Guilt. New. Exact Facsimile Reprint of Original Edition Published: 1907 15p. 1909. 54p. Here are a couple of lesser known pieces by Mrs. Balliett from the Gann List. The first is a voice training method correlated to here system of harmony and numbers. The second is a story which at a quick glance doesnt strike one as esoteric, but who knows from these old schoolers For those of you who like to see everything an author wrote, this may be of interest.
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Voices Of The Rocks: A Scientist Looks At Catastrophes & Ancient Civilizations
by Robert M. Schoch, PH.D
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Harmony Books. 1999. F First Edition. H Hard Cover. New. 1999. 258p. For ardent readers of current science, little is more appealing than stories of discoveries that change the way people view the world. In this volume, Schoch asserts that he is at the vanguard of a paradigm shift, not in his own field of geology, but rather in anthropology. From his geological analysis of the Sphinx, he draws a conclusion that he admits is controversial: that a technologically advanced civilization rose and faded in Egypt long before the time of the pyramids. Adding speculative science and drawing on myth, he asserts that other similarly advanced civilizations flourished around the world, only to be obliterated by global catastrophes brought on by a century-long rain of asteroid impacts. Similar cosmic storms strike once a millennium, he says, triggering or ending ice ages, causing floods, earthquakes and volcanic eruptions of biblical proportion, precipitating shifts in the earths axis. The 22nd century, Schoch…
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Voyages of the Pyramid Builders
by Robert M. Schoch, PH.D
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Tarcher. 2004. S Soft Cover. New. 2004. 352p.Is it a mere coincidence that pyramids are found throughout our globe? Did cultures ranging across vast spaces in geography and time, such as the ancient Egyptians; early Buddhists; the Maya, Inca, Toltec, and Aztec civilizations of the Americas; the Celts of the British Isles; and even the Mississippi Indians of pre-Columbus Illinois, simply dream the same dreams and envision the same structures? Robert M. Schoch-one of the world's preeminent geologists in recasting the date of the building of the Great Sphinx-believes otherwise. In this dramatic and meticulously reasoned book, Schoch, like anthropologist Thor Heyerdahl in his classic Kon-Tiki, argues that ancient cultures traveled great distances by sea. Indeed, he believes that primeval sailors traveled from the Eastern continent, primarily Southeast Asia, and spread the idea of pyramids across the globe, particularly to the New World of the Americas where they abounded until the days of the Conquistadors.
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