A [i]golden triangle[/i] is an isosceles triangle in which the ratio of the two congruent sides to the third side is the golden ratio [math]\approx1.618...[/math]. The Golden triangle has angles [math]\text{72^\circ-72^\circ-36^\circ.}[/math][br]Use the information about the sides and the angles of the five congruent isosceles trapezoids to find all pairs of segments in the regular pentagon that are in golden ratio.[br][list][*]Drag the slider enough to fold one trapezoid. [br][/*][*]Find all golden triangles in the regular pentagon ABCDE formed by the sides and the creases.[br][/*][*]List all pairs of segments in golden ratio.[/*][/list]Repeat the three steps above for the remaining trapezoids.[br][br]