- Bresenham's Integer Only Line Drawing Algorithm John Kennedy
- Synthetic Substitution Versus Long Division John Kennedy
- Algorithm To Convert A Decimal To A Fraction John Kennedy
- Statistical Summations John Kennedy
- The Pure Cubic Polynomial and Intersections With Linear Functions
- How Does A Sextant Work? John Kennedy
- The Chain Rule There is only one Chain Rule for a function of several variables. Assume is a0B B B B " # $ 8
- A Gallery of Rounding and Truncating Functions
- Series Notes John Kennedy
- Tangent Plane. Differential.
- Fractions and Decimals John Kennedy
- RPN Perspective John Kennedy
- A Remarkable Half-Angle Relationship John Kennedy
- Subtraction Using Complements John Kennedy
- Some First Semester Calculus Definitions and Theorems
- Permutations, Regular Polygons, Symmetries, Rotations, Reflections, Dihedral Groups,
- Increments/Differentials/Tangent Planes/Differentiability Example : This example shows that for a given surface, it is possible that both partial derivatives of"
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- How To Steer A Pirate Ship John Kennedy
- Modular Arithmetic For RSA Cryptography John Kennedy
- Parse Trees John Kennedy
- Continued Fractions John Kennedy
- A Limit Proof Technique One of the most difficult tasks students face in beginning calculus is writing formal proofs for limits.
- The Basic Geometry Behind A Camera Lens And A Magnifying Glass
- Solving Quartic Equations John Kennedy
- The Pure Quartic and Intersections With Quadratic Polynomials
- Prime Factoring The Factorial of an Integer John Kennedy
- A Piston Model John Kennedy
- Signed Angles and the Perpendicular Vector Concept Applied to Find the Area of a Polygon
- Some Polynomial Theorems John Kennedy
- Abstract Algebraic Theories Applied To Error Correcting Codes
- Some Very Special Trigonometric Function Values
- Earth Navigation and the Estimation of Dip John Kennedy
- 3-Dimensional Graphing Transformations John Kennedy
- A Fast Bresenham Type Algorithm For Drawing Circles
- A Fast Bresenham Type Algorithm For Drawing Ellipses
- Probability Notes John Kennedy
- Trochoidal Curves Includes Hypotrochoids, Epitrochoids,
- An Angle Problem and an Analytic Geometry Solution John Kennedy
- A Brief Review of Plane Geometry A fundamental property from geometry states that when two parallel lines are crossed by a third line,
- Basic Circle Facts 1. The degree measure of any arc on a circle is the same as the degree
- Hints for Graphing Rational Functions A rational function is any function of the form where and are polynomials. To sketch the graph of suc0B oe :B ;B
- TRIGONOMETRIC IDENTITIES There are many relationships among the trigonometric functions. The following list contains some of the more
- The ArcLength Parametrization of a Curve Assume we are given a space curve determined by the vector functionG <> oe 0> 1> 2> p
- General Report On The History And Status Of Computers Related To Mathematics
- A Method for Establishing and Computing!"#$% & Let be a fixed positive constant where . Consider We wish to approximate this! ! " # $%&
- A Brief Introduction To Bezier Curves John Kennedy
- A General Divisibility Test and the Use of Synthetic Substitution To Test and Determine Both Factors
- Technical Report for the Mathematically Inclined on the MathML Internet Markup Language
- Huffman Coding John Kennedy
- How Does a Vernier Scale Work? John Kennedy
- Establishing Regular Polyhedra Information
- Solving Cubic Equations John Kennedy
- The Number and Compound Interest/ John Kennedy
- B? C? D?Volume oe bottom side
- The Simplex Algorithm Divorced From Inequalities
- An Efficient Algorithm For Computing Large Integer Powers of any Base
- Equivalence Relations and Partitions John Kennedy
- Implementing Trigonometric and Hyperbolic Functions and Their Inverses For Both Real and Complex Arguments
- Sequences and Infinite Series of Functions John Kennedy
- The Theory of Identity John Kennedy
- Negative Numbers and Binary Representations and the Significance of Complements