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| The many useful Geometric Graphing Functions allow you to
draw and analyse geometric figures efficiently. |
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| As shown in the above examples, the pupils can learn the
general theorem by drawing the figures, and they can confirm that the theorem
still holds true even when they deform the triangle. |
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| The Animation function enables you to move the drawn
geometric figures. With this function, the pupils can learn visually, for
example, how the figure changes when the angles and the values of the
coordinates are changed. |
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| By dragging and dropping a geometric figure to the main
application window, you can obtain the numerical data for the figure. And by
dragging and dropping the numerical data to the Geometry window, the data can
be reflected in the figure. |
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| Drag & Drop geometric figure |
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Drag & Drop numerical data |
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| The Geometry Link Function enables you to dynamically link
the eActivity data and the Geometry window data. |
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| Define the Geometry Link row on the eActivity
file. |
Drag & Drop a side of the geometric figure
to the Geometry Link row. |
Change the data of a side of the geometric
figure to any of the formulas you want to specify. |
When your specified formula is determined, the
geometric figure changes in conjunction with the changes made. |
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