Transformations in geometry, also called Affine transformations, preserves a straight line and ratios of distances between points lying on a straight line.
* The midpoint of the line stays the midpoint after Transformation.
The angles an Lengths won't necessarily be the same after transformation, but if there is parallel lines they will remain parallel after transformation.
Rotations, Reflections, and translations are the main types of mathematical transformations.
* The midpoint of the line stays the midpoint after Transformation.
The angles an Lengths won't necessarily be the same after transformation, but if there is parallel lines they will remain parallel after transformation.
Rotations, Reflections, and translations are the main types of mathematical transformations.
Some real life examples are
some mathematical examples are
![Picture](/uploads/2/0/8/7/20878644/593434.jpg)
Evolution is a huge part of our history and a great example for a transformation. Primates transformed into humans.
*The above statement does not represent the beliefs of the creators of this website*
*The above statement does not represent the beliefs of the creators of this website*