Browsing: All Content in Geometry for Exterior Browse discussions |
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Resource Name |
Topic (Course) |
Technology |
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Euclid's Elements, Book I, Pro...
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Exterior (Geometry) |
Java Applet |
Tool |
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[0]
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Euclid's proposition shows that the exterior angle of an extended side of a triangle is greater than any of the interior angles of the triangle. The guide then examines the structure of the propositi...
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Explore Exterior Angles of a P...
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Exterior (Geometry) |
Java Applet |
Tool |
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[0]
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Drag the points on this diagram of a pentagon, and examine what happens to the angle measures and sum of the exterior angles. Java Sketchpad activities, with points for students to observe.
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Exterior Angles of a Transvers...
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Exterior (Geometry) |
Java Applet |
Tool |
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[1]
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An interactive applet and associated web page that demonstrate the
exterior angles that are formed where a transversal crosses two lines. The applet shows the
two possible pairs of exterior a...
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Exterior Angles of a Triangle ...
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Exterior (Geometry) |
Java Applet |
Tool |
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[0]
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An interactive applet and associated web page that demonstrate the exterior angles of a triangle. The applet shows a triangle
where the user can drag any vertex to reshape it. The exterior angle...
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Interior / Exterior Angles of ...
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Exterior (Geometry) |
Java Applet |
Tool |
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[0]
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An interactive applet and associated web page that demonstrate the relationship of the interior and exterior angles of a polygon.
The applet shows an irregular polygon where one vertex is draggabl...
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Sum of Exterior Angles of a Po...
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Exterior (Geometry) |
Java Applet |
Tool |
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[0]
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Discover what is the sum of the exterior angles of a polygon through this applet.
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Angles and Intersecting Lines
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Exterior (Geometry) |
JavaScript |
Tool |
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[0]
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The user learns about angles formed when a transversal cuts two lines, either parallel or intersecting. After viewing examples of the angles formed, users can interactively practice naming the angles...
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Exterior Angles in a Polygon
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Exterior (Geometry) |
Sketchpad |
Activity |
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[0]
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Students construct a pentagon with its exterior angles, measure the angles and find the sum. They then dilate the pentagon to look at the problem, and understand their result, in a new way. The lin...
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