Calculating Scale Factor from dilated figures on a coordinate plane. The notes page provides graphic examples of an enlargement and a reduction, a place for students to calculate the scale factor for each ordered pair, and a section to use the scale factor to write the transformation rule. The practice page provides additional problems for students to complete on their own.
ANSWER KEYS PROVIDED
These two foldables are designed as to be easy additions to interactive student notebooks (ISNs). With simple folding and no cutting needed, this makes teacher prep time a breeze and saves valuable class time. One sheet is a guided notes page and the other is for independent practice. Using colored paper for the guided notes foldable is optional.
For notes and practice on using scale factor to perform a dilation (enlargements and reductions), see my product Dilations on a Coordinate Plane (Part 1)
Or you can purchase my bundle of both lessons for a discounted price.
Dilations on a Coordinate Plane (BUNDLE)
If you like this product, you may also be interested in my other transformations lessons:
Introduction To Transformations
Reflections on a Coordinate Plane (Part 1)
Reflections on a Coordinate Plane (Part 2)
Reflections on a Coordinate Plane (BUNDLE)
Translations on a Coordinate Plane
Rotations on a Coordinate Plane
Or you can buy my discounted bundle of all of my transformations foldables here:
Transformations on a Coordinate Plane BUNDLE