[size=150]Select [b]all[/b] the polyhedra.[/size][br][br][img]data:image/png;base64,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[/img]
Is this polyhedron a prism, a pyramid, or neither? 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[/img]
How many faces, edges, and vertices does it have?
Tyler said this net cannot be a net for a square prism because not all the faces are squares.[br]Do you agree with Tyler? Explain your reasoning.[br][br][img]data:image/png;base64,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[/img]
Explain why each of these triangles has an area of 9 square units. You may use the applet below to help support your response.
A parallelogram has a base of 12 meters and a height of 1.5 meters. What is its area?
A triangle has a base of 16 inches and a height of [math]\frac{1}{8}[/math] inches. What is its area?
A parallelogram has an area of 28 square feet and a height of 4 feet. What is its base?
A triangle has an area of 32 square millimeters and a base of 8 millimeters. What is its height?
Find the area of the shaded region below. Show or explain your reasoning.