Given: \overline{de} \cong \overline{fg}, de ≅ fg , \overline{da} \cong \overline{fc}, da ≅ fc , \angle aed∠aed is a right angle, \triangle aed△aed is a right triangle, \angle cgf∠cgf is a right angle and \triangle cgf△cgf is a right triangle. prove: \overline{ag} \cong \overline{ec} ag ≅ ec

Construct a line perpendicular to the line ab to create four congruent quadrants. b. construct six equal sections around the circle using the original radius as a guide. c. construct another point c anywhere on the circle to be the third vertex of her triangle. d. draw arcs above and below line ab to show where the triangle sides meet.