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Bertrand Paradox - First Method
Autor:
Esther Gruenhut
Given a Circle, What is the probability to draw a chord larger than the length of an equilateral triangle inscribed in the circle.
Method I - All chords through given point on circle
GeoGebra
Seems like the answer should be
. This is not the only method of solving this problem. Here is a
link
to a second method, and
here
to a third.
Nuevos recursos
Calculating Arc Length, Radius, and Central Angle
Midpoint Theorem (V2): Integer Solutions
Deciding How New Information Affects Probability
Angle Addition Postulate (V2) - Integer Solutions
Modifiable Right Triangular Prism
Descubrir recursos
Circle Geometry Investigations
gallery 2 →Chladni Figuren
مهمة تحدي في الدالة الخطية
Trigo Graphs: Amplitude, Period and Axis
Area of Triangle
Descubre temas
Moda
Continuidad
Funciones Trigonométricas
Homotecia
Cálculo integral