Miguel claims that the tiling to the right is a regular tiling by squares. What is Miguel overlooking?.....O A. He is not overlooking anything. The given tiling is a regular tiling by squares.O B. This is only a semiregular tiling, not a regular tiling.OC. The tiles must meet edge to edge in order to form a regular tiling.O D. Regular tilings can only be achieved with equailateral triangles or regular hexagons.

Answered: Image /qna-images/answer/1bfbe8fb-23e3-45b5-b4fe-fd78e3b5660d.jpg

Answered: Miguel claims that the tiling to the…

Elementary Geometry For College Students, 7e

7th Edition

ISBN:9781337614085

Author:Alexander, Daniel C.; Koeberlein, Geralyn M.

Publisher:Alexander, Daniel C.; Koeberlein, Geralyn M.

ChapterP: Preliminary Concepts

SectionP.CT: Test

Problem 1CT

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Determine the number of planes of symmetry for each figure. a. A right pyramid whose base is a regular polygon of n sides (n> 3) has (select) O planes of symmetry. b. Any right prism, other than a cube, whose base is a regular polygon of n sides (n > 3) has (select) O planes of symmetry. c. A right pyramid whose base is a regular pentagon has (select) 8 planes of symmetry.
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Which regular polygon can not be used for a tiling? hexagon equilateral triangle square pentagon
Hampu's cats Higgs and Tellus have fallen out and he therefore has to build a new divided rest yard for them. He buys 50 meters of cat fence and intends to build a rectangular picnic fence according to the figure. What value should r have for the enclosure to be as large as possible? บ
Philip was asked to find the number of vertices of a polyhedron with 32 faces and 60 edges. What is his error? B45 F+E=V+2 32 + 60 = V +2 90 = V Choose the correct answer below. A. Philip did not add correctly. The polyhedron has 35 vertices. B. Philip misstated Euler's Formula. The formula should be F+V=E+2. The polyhedron has 30 vertices. OC. Philip swapped faces and edges. The polyhedron has 55 vertices. D. Philip misstated Euler's Formula. The formula should be F+V=E+2. The polyhedron has 20 vertices.
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