interact with the figure below: Click the
red button ()
on the figure to start the animation. Drag points A, C, D and line
AC to change the figure. Press P and click the left mouse button to start the step by step
Given a triangle ABC and a trapezoid ADEC (DE // AC), as shown.
AE and CD meet at F, and BF meets DE and AC at N and M
respectively. Prove that M and N are the midpoints of AC and DE respectively.
Interactive Geometry: You can alter the figure
dynamically in order to test and prove (or disproved)
conjectures and gain mathematical insight that is less
readily available with static drawings by hand.
This page uses the
interactive geometry software and requires
Adobe Flash player 7 or higher.
TracenPoche is a project of Sesamath, an association of French
teachers of mathematics.
Instruction to explore the
Animation. Click the red
to start/stop animation
Manipulate. Drag points A, C
and D, and line AC to change the figure.
Press P and click the left mouse
on any free area of the figure
above to show the
step-by-step bar and click 'Next
Step' button ()
to start the construction step-by-step:
Hide the step-by-step bar by
using again the combination P +
click left mouse.
Wolfram Demonstrations Project
Dynamic Geometry |
TracenPoche Index |
Email | By Antonio Gutierrez