Unit 1 - Lesson 14 cloned 1/16/2022
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Last updated over 3 years ago
14 questions
1
The following net can be assembled into a cube.
The following net can be assembled into a cube.
1
What polyhedron can be assembled from this net? Explain how you know.
What polyhedron can be assembled from this net? Explain how you know.
1
Find the surface area of this polyhedron. Enter your answer in square units.
Find the surface area of this polyhedron. Enter your answer in square units.
1
Here are two nets. Mai said that both nets can be assembled into the same triangular prism. Is this true?Hint: If this is hard to picture, trace the nets, cut them out and fold on the lines. Can you make the same prisms?
Here are two nets. Mai said that both nets can be assembled into the same triangular prism. Is this true?
Hint: If this is hard to picture, trace the nets, cut them out and fold on the lines. Can you make the same prisms?
1
Does the statement describe A, B, both or neither?This figure is a polyhedron.
Does the statement describe A, B, both or neither?
This figure is a polyhedron.
1
This figure has triangular faces.
This figure has triangular faces.
1
There are more vertices than edges in this figure.
There are more vertices than edges in this figure.
1
This figure has rectangular faces.
This figure has rectangular faces.
1
This figure is a pyramid.
This figure is a pyramid.
1
There is exactly one face that can be the base for this figure.
There is exactly one face that can be the base for this figure.
1
The base of this figure is a triangle.
The base of this figure is a triangle.
1
This figure has two identical and parallel faces that can be the base.
This figure has two identical and parallel faces that can be the base.
1
Select all units that can be used for surface area. Explain why the others cannot be used for surface area.
Select all units that can be used for surface area. Explain why the others cannot be used for surface area.
1
Find the area of this polygon. Enter your answer in square units.
Find the area of this polygon. Enter your answer in square units.