Classification


 * Good Job 4pts **[[image:grinch.gif]]

**CLASSIFICATION ** []
 * I. Visit the following link and draw a graphic organizer showing the classification of triangles. Work only with the types of triangles. **

We can classify the triangle for the lengths of their sides and for measure his internal angle too. For the length at sides: equilateral triangle, isosceles triangle and scalene triangle. For the measure his internal angle: right triangle, obtuse triangle and acute triangle that last calling oblique too.

You should have done an organizer or at least a table **II. Write the classification of the mathematical term you defined and described in the last wiki activity ** We can classify the transformations of plane in, isometries transformations and isomorphics transformations. A isometry is a transformation that preserves distances and angles. while the isomorphics preserves angles but not distances. For example the symmetry, translations and rotations are __isometries__ ISOMETRIC?? transformations while that the homothety (dilation) are isomorphics transformations.
 * CLASSIFICATION **