isometric drawing? Do isometric drawings appear to retain parallelism for segments 8. Consider the shape shown below that has been drawn on isometric dot paper (Note: Observe how the dots are arranged. Where is one 's eye, in viewing an that are parallel in the original? Are segments of equal lengths in the original also equal in the isometric drawing? Are right angles in the original also right angles in the drawing?) a. Draw an isometric version of the shape from a different viewpoint. b. Does Euler's formula apply to this polyhedron? c. What is the best name for this polyhedron? d. Sketch a net for the polyhedron. e. What are the surface area and the volume for this polyhedron? (Use the natural units-the smallest squares and smallest cubes.)

Elementary Geometry For College Students, 7e
7th Edition
ISBN:9781337614085
Author:Alexander, Daniel C.; Koeberlein, Geralyn M.
Publisher:Alexander, Daniel C.; Koeberlein, Geralyn M.
Chapter10: Analytic Geometry
Section10.CR: Review Exercises
Problem 32CR: Prove the statements in Review Exercises 32 to 36 using analytic geometry. The line segment that...
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isometric drawing? Do isometric drawings appear to retain parallelism for segments
AT
8. Consider the shape shown below that has been drawn on isometric dot paper
(Note: Observe how the dots are arranged. Where is one's eye, in viewing an
that are parallel in the original? Are segments of equal lengths in the original alsO
equal in the isometric drawing? Are right angles in the original also right angles in
the drawing?)
oluow•
a. Draw an isometric version of the shape from a different viewpoint.
b. Does Euler's formula apply to this polyhedron?
c. What is the best name for this polyhedron?
d. Sketch a net for the polyhedron.
e. What are the surface area and the volume for this polyhedron? (Use the natural
units-the smallest squares and smallest cubes.)
ÉPencil
Transcribed Image Text:isometric drawing? Do isometric drawings appear to retain parallelism for segments AT 8. Consider the shape shown below that has been drawn on isometric dot paper (Note: Observe how the dots are arranged. Where is one's eye, in viewing an that are parallel in the original? Are segments of equal lengths in the original alsO equal in the isometric drawing? Are right angles in the original also right angles in the drawing?) oluow• a. Draw an isometric version of the shape from a different viewpoint. b. Does Euler's formula apply to this polyhedron? c. What is the best name for this polyhedron? d. Sketch a net for the polyhedron. e. What are the surface area and the volume for this polyhedron? (Use the natural units-the smallest squares and smallest cubes.) ÉPencil
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