205 results on '"Tangents"'
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2. [March Calendar]
3. [January Calendar]
4. TANGENT LINE EQUATIONS WITHOUT DERIVATIVES: A GENERALIZATION
5. FROM PARABOLAS TO CUBICS
6. Reflections on a TECHNOLOGY-RICH Mathematics Classroom
7. OPTIMIZING THE RATIO
8. Investigating the Mathematics of Center-Pivot Irrigation
9. Exploring Algebra and Geometry Concepts with GeoGebra
10. New Life for an Old Topic: Completing the Square Using Technology
11. Mathematical Lens: How Many Light Bulbs…?
12. MORE ON "EXTENDING A CLASSICAL GEOMETRY PROBLEM"
13. [April 2010 Calendar]
14. OPTIMIZING THE RATIO OF TWO FUNCTIONS
15. Visual and Analytic Thinking in Calculus
16. Mathematical Lens: Planes, Ferries, and Cylinders: Some Conic Sections
17. As the Ball Rolls: A Quadratic Investigation Using Multiple Representations
18. Mathematical Lens: Building Mathematically
19. TANGENTS AND TRIANGLE AREA, CONTINUED
20. Tangent Lines without Derivatives for Quadratic and Cubic Equations
21. Mathematical Lens
22. Area by Dissection
23. Enhancing Plane Euclidean Geometry with Three-Dimensional Analogs
24. How to Skew(er) a Parametric Curve: Or, Finding Asymptotes of Nonexplicit Curves
25. Exploring Numerical Derivatives
26. Applying Secant Lines and Tangent Lines for the Optimal Placement of Range Lights
27. TANGENTS AND TRIANGLE AREA
28. Tangent Lines without Calculus
29. TRANSLATING CUBICS REVEALS THEIR ESSENCE
30. BUILDING Personalized Interactive Computer-Based Nonlinear ALGEBRA TUTORIALS
31. Are Students' Questions a Valid Criterion for Evaluating Creative Teaching? Students ask questions which lead to the discovery of new relationships
32. Intersections of a Circle and a Square: An Investigation
33. [October Calendar]
34. Classroom Voting in Mathematics
35. Dandelin SPHERES
36. [April Calendar]
37. Non-Geometry Mathematics and The Geometer's Sketchpad
38. UNION OF TANGENTS
39. GEOMETRIC SUM VIA GRAPH THEORY
40. OFF ON A TANGENT
41. A Journey with Circumscribable Quadrilaterals
42. Technology Tips
43. [August Calendar]
44. Building Mathematical Maturity in Calculus: Teaching Implicit Differentiation through a Review of Functions
45. On Inscribed and Escribed Circles of Right Triangles, Circumscribed Triangles, and the Four-Square, Three-Square Problem
46. Paper Folding and Conic Sections
47. Using Dandelin spheres
48. Computer Algebra Systems in Our Schools: Some Axioms and Some Examples
49. Rugby and Mathematics: A Surprising Link among Geometry, the Conics, and Calculus
50. Dynamic Visualizations of Calculus Ideas
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