Module 11: Direct and Inverse Variation
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A recipe for blueberry muffins calls for 2 cups of blueberries for every 3 cups of flour.
The situation above represents a proportional relationship; the number of cups of blueberries and the number of cups of flour increase multiplicatively. In this module, you will investigate proportional relationships. You will also investigate inversely proportional relationships.
Getting Started
In earlier math courses, you have learned that two measures are proportional when one measure increases at a constant multiple of the other. In this interactivity, determine if each table represents the given proportion. Click the player button to get started.
Key Vocabulary
To view the definitions for these key vocabulary terms, visit the course glossary.
constant of variation
direct variation
inverse variation
proportion
ratio
relation