Solved

Squares and Equilateral Triangles Can Form a Tiling That Has

Question 8

Multiple Choice

Squares and equilateral triangles can form a tiling that has at every vertex:

A) three squares and two triangles.
B) two squares and three triangles.
C) one square and four triangles.
D) one square and five triangles.

Related Questions

Q3: In a semiregular tiling, what is the

Q4: Write the vertex type of this semiregular

Q5: Create a tiling with a nonconvex quadrilateral.

Q6: If a tiling has only translations, how

Q7: Create a tiling with a parallelogram. Is

Q9: A semiregular tiling has two squares and

Q10: Tile the plane with a (tileable) pentagon.

Q11: If you attempt to tile a non-Euclidean

Q12: A non-convex quadrilateral ABCD tiles the plane.

Q13: A semiregular tiling has two regular octagons