READ THIS SLIDE FIRST(This is a hidden slide and will not appear in the slide show)<br />This presentation requires Micros...
Geometry Nets<br />A Geometry Net is a 2 dimensional figure that can be folded to create a 3 dimensional figure.  <br />Re...
What shape can you fold this net into?<br />Sphere<br />Cylinder<br />Cone<br />
Is this a NET?<br />
Where would you fold each object to make a cube? Draw it in.<br />
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Mouse mischief geometry nets

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This presentation is designed to be customized and played using the Microsoft Mouse Mischief add-in for Microsoft PowerPoint 2010 or Microsoft Office PowerPoint 2007. To download Mouse Mischief click www.microsoft.com/mousemischief.

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Mouse mischief geometry nets

  1. 1. READ THIS SLIDE FIRST(This is a hidden slide and will not appear in the slide show)<br />This presentation requires Microsoft Mouse Mischief. <br />Mouse Mischief lets students use computer mice to answer questions and participate in activities teachers create in PowerPoint presentations.<br />To learn more, visit www.microsoft.com/mousemischief<br />Get Microsoft Mouse Mischief<br />1<br />Download and Install <br />Download and install the Mouse Mischief add-in. Copy and pastewww.microsoft.com/mousemischiefinto your browser window to visit the site.<br />2<br />Restart PowerPoint<br />After installation is complete, restart PowerPoint. <br />3<br />Create<br />Use the Mouse Mischief features on the Multiple-Mouse tab.<br />4<br />Play Slide Show<br />To play a multiple-mouse slide show (such as this file), click the Play Slide Show button. <br />The Microsoft® Mouse Mischief™ add-in works with Microsoft® PowerPoint® 2010 or Microsoft® Office PowerPoint® 2007.<br />
  2. 2. Geometry Nets<br />A Geometry Net is a 2 dimensional figure that can be folded to create a 3 dimensional figure. <br />RectangularPyramid<br />Cube<br />Triangular Pyramid<br />
  3. 3. What shape can you fold this net into?<br />Sphere<br />Cylinder<br />Cone<br />
  4. 4. Is this a NET?<br />
  5. 5. Where would you fold each object to make a cube? Draw it in.<br />
  6. 6. Find the cube.<br />

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