Welcome to Mathematical Dictionary !
* Subject : Samples in number sequence as below or Samples in alphabetic order
* Theme : Show graphical products of Mathematics Dictionary
Figures : | 01 | 02 | 03 | 04 | 05 | 06 | 07 | 08 | 09 | 10 | 11 | 12 |
Figures : | 13 | 14 | 15 | 16 | 17 | 18 | 19 | 20 | 21 | 22 | 23 | 24 |
Figures : | 25 | 26 | 27 | 28 | 29 | 30 | 31 | 32 | 33 | 34 | 35 | 36 |
  • Figure 01 | Rational Function of Y = ((x-1)^3/(2*x)
  • Fifure 02 | Patterns of R=1+1*sin(9*A/4)^3
  • Figure 03 | Magic Numbers from 1 to 33
  • Figure 04 | Book Cover of Pictorial Mathematics
  • Figure 05 | Number patterns in square pattern
  • Figure 06 | Cubes in cubes and series 1^3 + 2^3 + 3^3 + .....
  • Figure 07 | International Flag codes
  • Figure 08 | Multiplication Table practice
  • Figure 09 | Pascal Triangle and Fibonacci's sequence
  • Figure 10 | Pascal Triangle and symmetrical matrix
  • Figure 11 | 11 points on circle. How many chords can be drawn ?
  • Figure 12 | Squares in squares : Series of 1^2 + 2^2 + 3^2 + ....
  • Figure 13 | Quadratic functions and its inverse
  • Figure 14 | What is Ex-central triangle ?
  • Figure 15 | What is nine points circle ?
  • Figure 16 | What are amicable pairs ?
  • Figure 17 | Locus : Parallelogram ABCD (A,B are fixed. C and D moving. ...)
  • Figure 18 | What is perfect number ?
  • Figure 19 | Pattern of z(x,y) = cos(sqr(x^2+y^2))
  • Figure 20 | Find multiple of 49 in which the digits are same
  • Figure 21 | Main Menu of Mathematics Dictionary
  • Figure 22 | Menu of diagrams by chapter sequence
  • Figure 23 | Menu of diagrams by index
  • Figure 24 | Menu of diagrams with text
  • Figure 25 | Menu of pattern mathematics : Discover unseen new patterns
  • Figure 26 | Menu of The Learning Center
  • Figure 27 | Presentation example of polar coordinates
  • Figure 28 | Presentation example of rectangular coordinates
  • Figure 29 | Presentation example of parametric equations
  • Figure 30 | Find cycle domain of R = 1+1*sin(9*A/4)^3
  • Figure 31 | Patterns of R = 1+1*sin(p*A/4)^3 : Twin (if p=odd and q=even)
  • Figure 32 | Patterns of R = 1+1*sin(p*A/q)^M for p=1 to 8 and M=1 to 5
    • Program ABI Application programs on website following topics
  • Discover patterns from mathematical function ... Demo Topic 2
  • View graphs of y=F(x) or y=1/F9x) .............. Demo Topic 1
  • Rational functions and asymptotes .............. Demo Topic 3
  • Intersections of function and its inverse ...... Demo Topic 9
  • Intersections of function and y=1/x ............ Demo Topic 9
  • Intersections of function and line ............. Demo Topic 9
    • Remarks :
      * Mathematics Dictionary was prepared for high school mathematics
      * It also covers college mathematics

      * The website can only see the demo samples
      * You should download the system on your PC computer
      * Then you can find quick reference of math from your computer
      * Then you can use your computer as graphic calculator

      * Example 1 : What is amicable numbe ?
      * ........... MD2002 Answer .......... Program 01 09
      * ........... Website Example ........ Amicalbe number
      * ........... Website Example ........ Find amicalbe number

      * Example 2 : What is the graph of y = ((x-1)^3)/(2*x) ?
      * ........... MD2002 Answer ......... Program 49 20
      * ........... Website application ... Program ABI Demo Topic 3 Program 03 03
      *
      * Example 3 : How to use Mathematics Dictionary ?
      * ........... a. Based on keywords in section sequence
      * ........... b. Based on keywords in index
      * ........... c. Based on keywords in text files
      * ........... d. Based on graphic calculator text file
      * ........... e. Constants, formula and theroies are also given
    Show Room of MD2002 Contact Dr. Shih Math Examples Room
    Copyright © Dr. K. G. Shih. Nova Scotia, Canada.
    1