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Kindergarten to Grade 3 Geometry and Spatial Sense

Geometry and Spatial Sense - eWorkshop

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After students have completed their skele<strong>to</strong>ns, invite students <strong>to</strong> show their skele<strong>to</strong>ns<strong>to</strong> the class <strong>and</strong> <strong>to</strong> explain how they constructed the skele<strong>to</strong>ns. Ask questions, such as:• “How are all the skele<strong>to</strong>ns alike?”• “How are the skele<strong>to</strong>ns the same as the solid three-dimensional figures? How are theskele<strong>to</strong>ns different from the solids?”• “What was easy about constructing the skele<strong>to</strong>ns? What was difficult?”Next, have students dismantle their skele<strong>to</strong>ns <strong>and</strong> record a riddle about the skele<strong>to</strong>n onan index card. Students can follow the example of the riddle for a rectangular prism onthe chart paper.After students have composed their riddles, have them reassemble their skele<strong>to</strong>ns,place them in paper bags, <strong>and</strong> attach the riddle cards <strong>to</strong> the bags with paper clips.WORKING ON ITHave students exchange riddle bags with a partner. Ask them <strong>to</strong> read their partner’sriddle <strong>and</strong> use it <strong>to</strong> build the same skele<strong>to</strong>n using drinking straws <strong>and</strong> small clumps ofmodelling clay.After students build their skele<strong>to</strong>ns, have them remove their partner’s skele<strong>to</strong>n fromthe paper bag <strong>and</strong> compare the two skele<strong>to</strong>ns. If they do not match, have students makethe necessary changes so that the two skele<strong>to</strong>ns are congruent.Have students select a different partner, trade riddle bags, <strong>and</strong> construct <strong>and</strong> compareskele<strong>to</strong>ns.REFLECTING AND CONNECTINGAfter students have constructed several skele<strong>to</strong>ns by following the riddle clues, askquestions, such as the following:• “What was easy about constructing the skele<strong>to</strong>ns? What was difficult?”GRADE 2 LEARNING ACTIVITY: PROPERTIES OF THREE-DIMENSIONAL SHAPES• “How are the skele<strong>to</strong>ns like the solid three-dimensional figures? How are theskele<strong>to</strong>ns different from the solids?”• “Which figure has the fewest edges? How many edges does it have?”• “Which figure has the most edges? How many edges does it have?”• “Which figure has edges that are all the same length?”• “Which figure has edges that are different lengths?”• “Which figure has edges that form a square (triangle, rectangle)?”• “What did you learn about three-dimensional figures from this task?”Appendix C: <strong>Grade</strong> 2 Learning Activities 131

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