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Kapitel

  1. Trig
    1. How Far Can You See?
    2. Rubber Pencil Illusion
    3. Pendulum Wave Machine (Simulation)
    4. Value of π
    5. a math trick...
    6. Water Wheel Problem
    7. Sine Function- Unit Circle
    8. Dynamic proof for the expansions of sin(A+B) and cos(A+B)

Trig

Autor:nitastewart
Thema:Geometrie, Rechtwinklige Dreiecke, Dreiecke

  • How Far Can You See?

  • Rubber Pencil Illusion

  • Pendulum Wave Machine (Simulation)

  • Value of π

  • a math trick...

  • Water Wheel Problem

  • Sine Function- Unit Circle

  • Dynamic proof for the expansions of sin(A+B) and cos(A+B)

Weiter
How Far Can You See?

Neue Materialien

  • Linear Combination of Vectors
  • Conditional Probability in Two-Way Tables
  • Midpoint Theorem (V2): Integer Solutions
  • Angle Addition Postulate (V2) - Integer Solutions
  • Right Triangle Inscribed in a Semicircle

Entdecke Materialien

  • circle with chord and perpendicular bisector
  • Amyfeng-Geogebra 2
  • Unit 1 Day 1 Geogebra Exploration
  • airplane
  • Intersection of two paraboloids

Entdecke weitere Themen

  • Baumdiagramme
  • Winkel
  • Allgemeine Dreiecke
  • Histogramm
  • Differentialrechnung
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