1) Which figure can be formed using the net shown? a) cylinder b) cube c) square-based pyramid d) sphere 2) What is the total number of edges on the figure shown? a) 5 b) 8 c) 10 d) 12 3) Which figure has exactly 9 edges and 6 vertices? a) b) c) 4) Look at the chart. Which of the following shapes could belong in place of y and z? a) b) c) d) 5) What are the total numbers of vertices, faces and edges on the figure shown below? a) 6 vertices, 8 faces, 6 edges b) 10 vertices, 7 faces, 13 edges c) 12 vertices, 7 faces, 12 edges d) 12 vertices, 8 faces, 18 edges 6) Look at the shapes. What 3D figure can you make using all of the shapes? a) triangular prism b) rectangular prism c) square-based pyramid d) triangular-based pyramid 7) Which 3D figures have exactly 5 faces? a) triangular prism AND cube b) rectangular prism AND cube c) triangular prism AND square-based pyramid d) rectangular prism AND square-based pyramid 8) Which shape has angles that are ALL smaller than a right angle? a) b) c) d) 9) Which statement about a rectangle is always true? a) It has a total of 3 sides. b) It has two sets of parallel sides c) It only has 1 line of symmetry d) All sides are of equal length 10) Which shape is not a parallelogram (a quadrilateral whose opposite sides are parallel)? a) b) c) d) 11) The chart shows information about the faces of some pyramids. What pyramid name is missing from the chart? a) octagonal-based b) hexagonal-based c) pentagonal-based d) rectangular-based 12) Evan draws the picture below using 2D shapes. Which shapes are congruent in his picture? a) triangles b) rectangles c) rhombuses d) parallelograms 13) Look at the prism. Which of the following describes ALL the faces of this prism? a) 2 rectangles, 7 octagons b) 2 rectangles, 8 octagons c) 2 octagons, 7 rectangles d) 2 octagons, 8 rectangles 14) Sara has a 3D figure. It has 5 faces and 5 vertices. Which figure does Sara have? a) triangular prism b) rectangular prism c) square-based pyramid d) triangular-based pyramid 15) A square is a rectangle. a) true b) false

Geometry Review

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