The Cosmic Calculator

The remarkable system of Vedic mathematics was created after careful study of ancient -Sanskrit texts early last century. The Vedic system with its direct, easy and flexible approach forms a complete system of mental, mathematics (though the methods can also' be written down) and brings out the naturally coherent and unified structure of mathematics. Many of the features and techniques of this unique system are truly amazing in their efficiency and originality. Being a mental system, Vedic Mathematics encourages creativity and innovation. Mental mathematics increases mental agility, improves memory, the ability to hold ideas in the mind and promotes confidence, as well as being of great practical use. This course consists of three textbooks an Answer Book and a Teacher's Guide. The course is aimed at 11-14 year old pupils though some of it is very suitable for children from 8 years. Vedic Mathematics is being taught in many schools world-wide with great success: many top mathematics prizes have been won by students of this system.

The remarkable system of Vedic mathematics was created after careful study of ancient Sanskrit texts early last century. The Vedic system with its direct, easy and flexible approach forms a complete system of mental mathematics (though the methods can also be written down) and brings out the naturally coherent and unified structure of mathematics. Many of the features and techniques of this unique system are truly amazing in their efficiency and originality. Being a mental system, Vedic Mathematics encourages creativity and innovation. Mental mathematics increases mental agility, improves memory, the ability to hold ideas in the mind and promotes confidence, as well as being of great practical use. This course consists of three textbooks an Answer Book and a Teacher's Guide. The course is aimed at 11-14 year old pupils though some of it is very suitable for children from 8 years. Vedic Mathematics is being taught in many schools world-wide with great success: many top mathematics prizes have been won by students of this system. Contents

The remarkable system of Vedic mathematics was created after careful study of ancient Sanskrit texts early last century. The Vedic system with its direct, easy and flexible approach forms a complete system of mental mathematics (though the methods can also be written down) and brings out the naturally coherent and unified structure of mathematics. Many of the features and techniques of this unique system are truly amazing in their efficiency and originality. Being a mental system, Vedic Mathematics encourages creativity and innovation. Mental mathematics increases mental agility, improves memory, the ability to hold ideas in the mind and promotes confidence, as well as being of great practical use. This course consists of three textbooks an Answer Book and a Teacher's Guide. The course is aimed at 11-14 year old pupils though some of it is very suitable for children from 8 years. Vedic Mathematics is being taught in many schools world-wide with great success: many top mathematics prizes have been won by students of this system. Contents Foreword, Introduction, Vedic Mathematics Sutras, Sub-Sutras, Recurring Decimals, Formulae, Squares, Cubes and Roots, Straight Division, Equations, Polygons, Similar Figures, The Musical Scale, nets and Networks, The Vedic Square, Probability, Pie, Volumes of Prisms and Pyramids, Parabolic Curves, Sequences, Loci, Motion, Auxiliary Fractions, Surveys, Codes Vectors, Simultaneous Equations, Divisibility and Simple Osculators, Square Roots, Quadratic Equations, Pythagoras' Theorem, Triples, Proof, Coordinate Geometry, The Platonic Solids, Historical Notes.

Vedic Mathematics was reconstructed from ancient vedic texts early last century by Sri Bharati Tirthaji (1884-1960). It is a complete systems of mathematics which has many surprising properties and applies at all levels and areas of mathematics, pure and applied. The system is based on sixteen word-formulae that relate to the way in which we use our mind.

A world-renowned astrologer reveals the path to successful relationships.... In this powerful guide, astrology expert Jan Spiller shows you how the practical science of astrology can lead to real-life results in the realm of intimate relationships. Moving beyond the commonly known sun-sign profiles, Spiller delves into the meanings and mysteries of your personal North Node—the vital point where the orbits of the earth, moon, and sun intersect—to help you bring love into your life. For more than thirty years, she has studied how the effects of the Nodes of the Moon help us steer our life force in positive ways, accept the possibilities the universe has placed in our path, and stop sabotaging relationships. By locating the position of your North Node, which can be found in the chart provided, and the house in which it falls in an important relationship, Spiller helps you discover the astrological, psychological, and spiritual tools to: • Learn the secrets to open up intimacy and enjoy satisfying, lifelong romance • Move beyond old hurts that can tear a relationship apart • Allow others to be themselves–and not try to change them • Experiment with new ways of interacting in important relationships • Discover what gifts your partner brings to you–and what gifts you bring to your partner • Navigate the energy of pastlife connections

The content of Geometry with an Introduction to Cosmic Topology is motivated by questions that have ignited the imagination of stargazers since antiquity. What is the shape of the universe? Does the universe have and edge? Is it infinitely big? Dr. Hitchman aims to clarify this fascinating area of mathematics. This non-Euclidean geometry text is organized intothree natural parts. Chapter 1 provides an overview including a brief history of Geometry, Surfaces, and reasons to study Non-Euclidean Geometry. Chapters 2-7 contain the core mathematical content of the text, following the ErlangenProgram, which develops geometry in terms of a space and a group of transformations on that space. Finally chapters 1 and 8 introduce (chapter 1) and explore (chapter 8) the topic of cosmic topology through the geometry learned in the preceding chapters.