Question: An equilateral triangle is inscr a circle We draw a line through the midpoints of two sides of the triangle Show that the ratio AB

An equilateral triangle is inscr a circle We draw a line

An equilateral triangle is inscr a circle We draw a line through the midpoints of two sides of the triangle Show that the ratio AB BC is the golden Ratio Hint Use the following Axiom If two chords of a circle intersect in a point that divides the first chord into the lengths a and b and the second into the lengths c and d then ab cd A 0 C B C

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