IM 6.1.15 Practice: More Nets, More Surface Area

Jada drew a net for a polyhedron and calculated its surface area.
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[/img][br]What polyhedron can be assembled from this net?
Jada drew a net for a polyhedron and calculated its surface area.
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[/img][br]Jada made some mistakes in her area calculation. What were the mistakes?[br]
Find the surface area of the polyhedron. Show your reasoning.
A cereal box is 8 inches by 2 inches by 12 inches. What is its surface area? [br]If you get stuck, consider drawing a sketch of the box or its net and labeling the edges with their measurements in the app below.
Twelve cubes are stacked to make this figure. What is its surface area?
How would the surface area change if the top two cubes are removed? Show your reasoning.
Here are two polyhedra and their nets. Label all edges in the net with the correct lengths.
What three-dimensional figure can be assembled from the net?[br][img]data:image/png;base64,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[/img]
What is the surface area of the figure? (One grid square is 1 square unit.)
Schließen

Information: IM 6.1.15 Practice: More Nets, More Surface Area