## Vol 6: RAPID MENTAL CALCULATION, Workbook Level 2
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There are 5 sections to the following Notes on this book: 2 - BACK COVER BLURB 3 - CONTENTS 4 - 11 SAMPLE PAGES 1 - About Vol 6: RAPID MENTAL CALCULATION, Workbook Level 2 from the series: "JAIN 108 MATHEMAGICS
CURRICULUM Self Published in 2011 First Edition ISBN: 978-0-9757484-7-3
Link to book: http://www.jainmathemagics.com/product/113/default.asp Link to Ebook:
FRONT COVER:
(new front cover)
(old front cover)
Workbook Level 2: Rapid Mental Calculation
RAPID MENTAL CALCULATION for TEENS and ADULTSDesigned to release the Inner Genius
(Script Material for the Film and OnLine Tutorials).
By JAIN 108 (writer, artist, Mathematical Futurist and EcoPreneur)
2011
Produced by JAIN F.R.E.E.D.O.M.S (For Research Expressing Essential Data Of Magic
Squares) 2 - BACK COVER BLURB (new back cover)
(old back cover)
… BACK COVER BLURB … ## CAN You MULTIPLY 108 x 108 in 5 Seconds## RAPID MENTAL CALCULATION## For TEENS & ADULTS WORKBOOKSubtitled: WORKBOOK LEVEL 2 (aka Vedic Mathematics) by JAIN 108 of Australia ## from the Series:## JAIN MATHEMAGICS CURRICULUMFor The GLOBAL SCHOOL. Book 4
If you are allergic to
Mathematics, Goodbye to Factory Style
Mathematics, the Nemesis of several generations of wounded students forced to
be spoon-fed a non-organic, stale, pasteurized and homogenized mathematical
curriculum, inherited and tampered with since Euclid’s time.
This Workbook continues on from where Level 1 ended. It goes beyond the boundaries of Vedic Mathematics which is the basics for Rapid Mental Calculation.
It is guaranteed that the student can manage any problem given to him or her over the course of 10 weeks which is a traditional Term or season of the School Year.
It succeeds in giving capsules of easy to understand sutras or formula and is the beginning of a well articulated Global School Mathematics Curriculum. It is therefore an effective healing for what Prof Brian McEnery calls "Digital Rust" and "Mental Entrophy".
Some topics covered include: • Pascal’s
triangle and 5 Hidden Sequences within this Triangular Matrix like the Binary Code, the
Fibonacci Sequence and the Powers of 11. 3 - C O N T E N T S
page 7
page 11 ~ Theory. Get students to create this Triangle
and ~ Binary Sequence 1-2-4-8-16-32 ~ Powers of 11 eg: 1-11-121-1331-14641 ~ Sequence of Tetrahedral Numbers 1-4-10-20-35 ~ Fibonacci Sequence 1-1-2-3-5-8-13-21-34 ~ Fractal Pattern of Odd Numbers
page 21 ~ eg: 30% of 3,700 ~ eg: wholesale book price ~ How Algebra Can Be Used To Convert Fractions
to ~ Convert the fraction 7/40 as a Percentage ~Using Algebra to
solve Percentages and Ratios
page 32 ~ Adding and Subtracting Fractions ~ Multiplying and Dividing Fractions ~ Converting Fractions into their Decimal Equivalents ~ Non-Recurring or Non-Circulating Decimal Fractions ~ Fully Recurring or Fully Circulating
Decimals ~ Egyptian Fractions
Page 51 ~ Proof that 1=2 ~ Difference of Two Squares ~ Number Theory or ART OF NUMBER - Odd Numbers Generating the Squared Numbers - Odd Numbers Generating the Cubic Numbers - Odd Numbers Generating the 5
page 60 ~ SQUARE ROOTS eg: √4906 ~ Graphical Multiplication - Using The Stroke Method eg: 12 x 34
Page 80 ~ Revise Trachtenberg Method that gives the
Cubic ~ Vilokanam, By Mere Observation, By Mere Intuition ~ Determining Cubic Roots of Numbers under 1,000,000 ~ Using Digit Sums to determine if a number
is Cubic.
Page 90 ~ Special Division By 9 eg: 1234 ÷ 9 ~ Clusters of 9 to Higher Powers eg: 999 ~ Multiplication of Numbers by 9 eg: 345x999 page 104 ~ 3 Digits x 2 Digits: eg: 144 x 35 ~Alternative
Trachtenberg Method for 2dx2d ~ Worksheet on penciling in the actual "X” shapes
page 114 ~ Definition ~ 3 ~ The 108 Triangle ~ Pythagorean Triples & Patterns ~ The Rope-Stretchers Knot of 12 ~ Gnomon ~ The 3-4-5 Triangle In the Geometry of Flowers ~ Plato’s "Most Beautiful Triangle” ~ 3-4-5 Proof by Mere Observation from Greece ~ 3-4-5 Algebraic Proof by Bhaskara, India & Proof By Tiling ~ Some Ancient Historical References on the 3-4-5 Triangle ~ Pythagorean derivation of the Musical Diatessaron or 3:4 Ratio ~ Derivation of the Symbols of the Master Mason ~ Using Pythagoras’ Theorem to determine √2, √3 and √5 in the Vesica Piscis ~ Puzzle using Pythagoras’ Theorem to determine Shortest Path on The Cube
page 134 ~ Main and Final Revision Test called
"MATHLETICS” ~ Feedback Sheet ~ End of Course ~ Offering of "Certificate Of Completion” page 145 ~ Some Products by Jain ~ Extra Puzzles on Combinatorics (14 Examples) ~
1895 8
page 167 INDEX page 173 NUMBER INDEX
Fini 4 - 11 SAMPLE PAGES From "Curriculum volume 5 Workbook Level 2: Rapid Mental Calculation" 1 - Pascal's Triangle 2 - Fractal Pattern of the Odd Number Sequence 3 - Odd Numbers Generating the Squared Number Sequence 4 - 345 Triangle in the Geometry Of Flowers 5 - Puzzle: What is the Shortest Path of the Cube? 6 - Puzzle: Solution to the UniCursal Hexagram 7 - Graphical Multiplication 8 - Example of Square Roots 9 - Example of a typical working page on Percentages 10 - Example of a typical working page on the Sutra: Vertically & Crosswise. 11 - Exam sheet at the end to test for Revision and Memory Power. 5 - KEYWORDS, SEARCH ENGINES Vedic Mathematics, Jain 108, Bharati Krshna Tirthaji, Krishna, Workbook Level 2, Workbook Level 1, Rapid Mental Calculation, Jain 108 Mathemagics Curriculum For The Global School, Pascal's triangle, Sequences, Binary Sequence, Powers of 11, Triangular Numbers, Tetrahedral Numbers, Fibonacci Sequence, Fractal Pattern of Odd Numbers, Percentages, Algebra, Convert Fractions
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