Isosceles Triangles in Euclidean,. Hyperbolic, and Taxicab

Isosceles Triangles in Euclidean, Hyperbolic, and Taxicab Geometries
The basic construction is the same for each geometry. Create two free points A and B. Construct a circle with center at A going through B. Construct C as a point on the circle. Complete the line segments for the sides. Measure the lengths of the sides and measure the angles.[br][br]What can you say about the angles? For which geometries is this conclusion valid?

Information: Isosceles Triangles in Euclidean,. Hyperbolic, and Taxicab