2.2 Extension--Murals and Proportionality
Description:When enlarging a picture to make a mural, should you multiply each dimension by a given amount, or add the given amount to each dimension? Students try using both methods to enlarge a simple picture and discover that multiplying keeps the shapes in the picture proportional. This is a practical application of the equivalent fractions method discovered in Lesson 2.1. (If a group finishes 2.2 early, and has ALREADY mastered the 2.1 Flashcards, then this extension is for them.)
Last Updated:Dec-07-2009
Subject(s):- Mathematics
- Mathematics > Algebra
- Grades 6-8 / Ages 11-13
- Grades 9-10 / Ages 14-16
- middle
- 6th
- 7th
- 8th
- tween
- high
- 9th
- 10th
- secondary
- freshman
- sophomore
- teen
- Activity: Exercise
- From: Implementing Algebra
- Contributed By: Kevin Hall
When enlarging a picture to make a mural, should you multiply each dimension by a given amount, or add the given amount to each dimension? Students try using both methods to enlarge a simple picture and discover that multiplying keeps the shapes in the picture proportional. This is a practical application of the equivalent fractions method discovered in Lesson 2.1. (If a group finishes 2.2 early, and has ALREADY mastered the 2.1 Flashcards, then this extension is for them.)

