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  1. DiffEQ
    1. The Elliptic Integral: A simple pendulum
    2. Differentials, polar coordinates. (1)
    3. The limit as x→0 of sinx/x
    4. Ellipse: Oriented Rotation 1
    5. Ellipse: Oriented Rotation 2
    6. Polygonal Approximation 1
    7. Polygonal Approximation 2
    8. Polygonal Approximation 3
    9. Polygonal Approximation 4
    10. Tangent circles, differential
    11. 32b. Appolonius: Differentials, v2

DiffEQ

Autor:Ryan Hirst
Assorted problems and materials, several from Tenenbaum and Pollard's excellent book, Ordinary Differential Equations.

  • The Elliptic Integral: A simple pendulum

  • Differentials, polar coordinates. (1)

  • The limit as x→0 of sinx/x

  • Ellipse: Oriented Rotation 1

  • Ellipse: Oriented Rotation 2

  • Polygonal Approximation 1

  • Polygonal Approximation 2

  • Polygonal Approximation 3

  • Polygonal Approximation 4

  • Tangent circles, differential

  • 32b. Appolonius: Differentials, v2

Următorul
The Elliptic Integral: A simple pendulum

Materiale noi

  • GeoGebra 3D Modeling Workshop (March 8 2024)
  • Function art 3D - waiting shed
  • Pythagorean Theorem: Extension Exercises
  • Function Art 3D - Flower
  • Parabolas, Lines and Nomograms

Descoperă materiale

  • cyclide de Dupin
  • linear equations
  • SlopeInterceptForm
  • Similar Polygons (Quadrilaterals)
  • Angles in same segment

Descoperă Subiecte

  • Trigonometrie
  • Elipsă
  • Medii
  • Triunghiuri asemenea
  • Matematică
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