8.10: Applications of Exponential Functions Difficulty Level: Basic Created by: CK-12 Estimated27 minsto complete % Progress Practice Applications of Exponential Functions MEMORY METER This indicates how strong in your memory this concept is Practice Progress Estimated27 minsto complete % Estimated27 minsto complete % Practice Now MEMORY METER This indicates how strong in your memory this concept is Share Add to Library Turn In Read Practice Resources Details Loading... Notes/Highlights Having trouble? Report an issue. Color Highlighted Text Notes Show More Vocabulary Language: English ▼ English domain The domain of a function is the set of -values for which the function is defined. Exponential Decay Function An exponential decay function is a specific type of exponential function that has the form , where and . Exponential Form The exponential form of an expression is , where is the base and is the exponent. Exponential Growth Function An exponential growth function is a specific type of exponential function that has the form , where and . Range The range of a function is the set of values for which the function is defined. Image Attributions Show Hide Details Description Use tools learned previously to solve real-world problems. Learning Objectives None Related Materials Applications of Exponential Functions Using Exponential Growth and Decay Models Exponential Functions Difficulty Level: Basic Authors: Andrew Gloag Melissa Kramer Anne Gloag Tags: exponential decay exponential functions exponential growth (4 more) Exponents MAT.ALG.936.4.L.1 MAT.ALG.936.4.L.2 Problem Solving Subjects: mathematics Algebra Search Keywords: population exponential growth compound interest (2 more) growth function exponential function Concept Nodes: MAT.ALG.936.4 (Applications of Exponential Functions) Grades: 8 , 9 Date Created: Feb 24, 2012 Last Modified: Jul 26, 2016 Vocabulary None Save or share your relevant files like activites, homework and worksheet.To add resources, you must be the owner of the Modality. Click Customize to make your own copy.