Mathematics Dictionary
Dr. K. G. Shih
Demo Figures
Symbol Defintion
...... Example : x^2 = square of x
Keywords
.............. Find given keyword by numbers
A
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B
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C
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D
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E
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F
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G
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H
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I
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J
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K
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L
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M
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N
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O
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P
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Q
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R
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S
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T
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U
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V
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W
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X
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Y
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Z
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Topics by Keywords
Q01. A
Figure 36 |
Absolute : Solve Abs(x^2 - 6*Abs(x) + 8) = 3
Figure 33 |
Abucus
Figure 16 |
Amicable number pairs : What are amicable pairs ?
Figure 57 |
Angle names
Figure 63 |
Angles in circle
Go to Begin
Q02. B
Figure 60 |
Bisect an angle
Figure 04 |
Book Cover of Pictorial Mathematics
Go to Begin
Q03. C
Figure 53 |
Circular functions
Figure 06 |
Cubes in cubes and series 1^3 + 2^3 + 3^3 + .....
Figure 11 |
Chords : How many chords can be drawn ?
Figure 49 |
Complex number z = x + i*y
Figure 50 |
Complex number z = cis(A)
Figure 51 |
Complex roots : Solve x^5 + 1 = 0
Figure 39 |
Conic sections : R = (D*e)/(1 - e*cos(A))
Figure 30 |
Cycle domain of R = 1+1*sin(9*A/4)^3
Go to Begin
Q04. D
Figure 52 |
DeMovire's Theorem
Go to Begin
Q05. E
Figure 40 |
- Ellipse : Sketch ellipse using string
Figure 41 |
- Ellipse : Sketch ellipse using ruler
Figure 42 |
- Ellipse : Draw tangent to ellipse using ruler
Figure 38 |
Ellipse : Sketch an ellipse using ruler
Figure 14 |
Ex-central triangle : What is Ex-central triangle ?
Go to Begin
Q06. F
Figure 32 |
Foral patterns : R = 1 + 1*sin(p*A/4)^M for p=1 to 8 and M=1 to 5
Go to Begin
Q07. G
Go to Begin
Q08. H
Figure 47 |
Hyperbola : PF - PG = 2*a
Figure 48 |
Hyperbola : R = (D*e)/(1 - e*cos(A))
Go to Begin
Q09. I
Figure 07 |
International Flag codes
Figure 54 |
Inverse circular functions
Go to Begin
Q10. J
Go to Begin
Q11. K
Go to Begin
Q12. L
Figure 17 |
Locus : Parallelogram ABCD (A,B are fixed. C and D moving. ...)
Go to Begin
Q13. M
Figure 03 |
Magic Numbers from 1 to 33
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 62 |
Mid-point theorem of triangle
Figure 20 |
Multiple of 49 in which the digits are same
Figure 08 |
Multiplication Table practice
Go to Begin
Q14. N
Figure 15 |
Nine point circle : What is nine points circle ?
Figure 05 |
Number patterns in square pattern
Go to Begin
Q15. O
Go to Begin
Q16. P
Figure 43 |
Parabola : PF = PQ
Figure 45 |
Parabola : Draw parabola using ruler
Figure 46 |
Parabola : Draw tangent to parabola using ruler
Figure 44 |
Parabola : R = D/(1 - cos(A))
Figure 29 |
Parametric equations of circular functions
Figure 09 |
Pascal Triangle and Fibonacci's sequence
Figure 10 |
Pascal Triangle and symmetrical matrix
Fifure 02 |
Patterns of R=1+1*sin(9*A/4)^3
Figure 19 |
Pattern of z(x,y) = cos(sqr(x^2+y^2))
Figure 37 |
Pedal triangle
Figure 18 |
Perfect number : What is perfect number ?
Figure 34 |
Petals and cycle domain of R = sin(3.1*A)
Figure 27 |
Polar coordinates
Figure 61 |
Polygon nmaes
Figure 55 |
Pythagorean relations : Diagram illustrate
Go to Begin
Q17. Q
Figure 65 |
Quadrilaterals names
Figure 13 |
Quadratic functions and its inverse
Figure 27 |
Polar coordinates
Go to Begin
Q18. R
Figure 28 |
Rectangular coordinates
Figure 01 |
Rational Function of Y = ((x-1)^3/(2*x)
Go to Begin
Q19. S
Figure 56 |
Sine and cosine function : Definition of the name
Figure 12 |
Squares in squares : Series of 1^2 + 2^2 + 3^2 + ....
Go to Begin
Q20. T
Figure 35 |
Tangent patterns : R = 4 + 2*tan(p*A/8)^M
Figure 64 |
Tangents to circle
Figure 58 |
Triangle names
Figure 59 |
Triangle : Five centers of a triangle
Figure 31 |
Twin patterns of R = 1+1*sin(p*A/4)^3
Go to Begin
Q21. U
Go to Begin
Q22. V
Go to Begin
Q23. W
Go to Begin
Q24. X
Go to Begin
Q25. Y
Go to Begin
Q26. Z
Go to Begin
Floral Patterns
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Copyright © Dr. K. G. Shih, Nova Scotia, Canada.
