Name the polyhedra.
Rectangular Prism
Select all of the parallelograms.
B and C
Find the area of the triangle.
12 sq. units
Select ALL of the nets that can be folded into a rectangular prism.
C
________ is the number of square units that covers a two-dimensional region without any gaps or overlaps.
Area
What three-dimensional figure can be assembled from this net?
Square Pyramid
Find the area of the shaded region.
34 sq. cm
Find the area of the triangle.
6 sq. units
Select ALL units that can be used for surface area.
1, 5, 6
______ means "take apart." We use this word to describe taking a figure apart to make more than one new shape.
Decompose
What polyhedron can be assembled from this net?
Triangular Prism
Select ALL the polygons.
A and C
Select all drawings in which a corresponding height h for a given base b is correctly identified.
A, B, D, F
Find the surface area of the figure in square units.
18 sq. units
______ is the shortest distance from the base of the shape to the opposite side (for a parallelogram) or opposite vertex (for a triangle).
Height
Name this shape.
Hexagonal Prism
Select ALL parallelograms that have a correct height labeled for the given base.
A, C, D
Which of the three triangles has the greatest area?
All three triangles have the same area of 10 sq. units.
Find the surface area of this polyhedron.
72 sq. units
______ is a closed, two-dimensional shape with straight sides that do not cross each other.
Polygon
Select ALL the polyhedra.
A, B, D
Find the area of the shape.
19 sq. units
Select ALL triangles that have an area of 8 sq. units.
A, B, D, E
Draw a net for this rectangular prism and label the dimensions correctly.
or equivalent
A ______ is a two-dimensional figure that can be folded to make a polyhedron.
Net