Multiple Choice
If you attempt to tile a non-Euclidean surface with eight triangles meeting at each vertex:
A) you will find your efforts to be impossible.
B) you will be tiling a surface with elliptic geometry.
C) you will be tiling a surface with hyperbolic geometry.
Correct Answer:

Verified
Correct Answer:
Verified
Q6: If a tiling has only translations, how
Q7: Create a tiling with a parallelogram. Is
Q8: Squares and equilateral triangles can form a
Q9: A semiregular tiling has two squares and
Q10: Tile the plane with a (tileable) pentagon.
Q12: A non-convex quadrilateral ABCD tiles the plane.
Q13: A semiregular tiling has two regular octagons
Q14: The exterior angle of a regular decagon
Q15: Regular dodecagons (12-gons) and equilateral triangles can
Q16: The exterior angle of a regular hexagon