w10q2

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University of Texas *

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Mathematics

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Apr 3, 2024

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10/23/23, 3:22 PM Platonic Solids Practice: Fa23 - MODERN MATHEMATICS: PLAN II (55330) https://utexas.instructure.com/courses/1366856/quizzes/1838624 1/6 Platonic Solids Practice Due Oct 25 at 11:59pm Points 1 Questions 4 Available until Nov 15 at 11:59pm Time Limit None Allowed Attempts Unlimited Instructions Attempt History Attempt Time Score KEPT Attempt 3 less than 1 minute 1 out of 1 LATEST Attempt 3 less than 1 minute 1 out of 1 Attempt 2 1 minute 0.98 out of 1 Attempt 1 13 minutes 0.65 out of 1 Correct answers are hidden. Score for this attempt: 1 out of 1 Submitted Oct 23 at 3:22pm This attempt took less than 1 minute. Unlimited attempts Take the Quiz Again 0.2 / 0.2 pts Question 1 What is the definition of a regular solid? A solid is regular if all faces are polygons and if there's an even number of vertices.
10/23/23, 3:22 PM Platonic Solids Practice: Fa23 - MODERN MATHEMATICS: PLAN II (55330) https://utexas.instructure.com/courses/1366856/quizzes/1838624 2/6 A solid is regular if all faces are regular polygons and if the same number of faces join at each vertex. A solid is regular if all faces are matching regular polygons and if the same number of faces join at each vertex. A solid is regular if it has perfect symmetry from all angles. A solid is regular if all faces are matching regular polygons. 0.2 / 0.2 pts Question 2 How many regular solids are there? Infinitely many None Three Five 0.3 / 0.3 pts Question 3 Complete this chart showing the numbers of vertices, edges, and faces of each of the Platonic solids. Vertices Edges Faces Tetrahedron 4 6 4
10/23/23, 3:22 PM Platonic Solids Practice: Fa23 - MODERN MATHEMATICS: PLAN II (55330) https://utexas.instructure.com/courses/1366856/quizzes/1838624 3/6 Answer 1: Answer 2: Answer 3: Answer 4: Answer 5: Answer 6: Answer 7: Answer 8: Cube 8 12 6 Octahedron 6 12 8 Dodecahedron 20 30 12 Icosahedron 12 30 20 4 6 4 8 12 6 6 12
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