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exponential functions; identify and represent exponential functions, and solve problems involving exponential functions, including problems arising from real-world applications o graph, an exponential relation, given its equation in the form y=ax (a>0, a 1), define this relation as the function f(x) = ax, and explain why it is a function Chapter 4: Exponential Functions. Dear Ladies and Gentlemen, Here are the notes for Chapter 4: Lesson 4.7: Applications Involving Exponential Functions;

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## Lesson 18 Applications of Exponential Functions

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• 4.5 Exploring the Properties of Exponential Functions. Exploring the Exponential Function: Applet; 4.6 Transformations of Exponential Functions. Transformations of Exponential Functions Part 1: Video; Transformations of Exponential Functions Part 2: Video; 4.7 Applications Involving Exponential Functions. Exponential Growth: Video; … 4.4 Simplifying Algebraic Expressions Involving Exponents. pg. 236 #2, 4, 5, 6, 9, 11, 14, 15 . 4.5 Exploring The Properties Of Exponential Functions. pg. 243 #1, 2. 4.6 Transformations Of Exponential Functions. pg. 251 #1, 2, 5 – 10, 12, 13. 4.7 Applications Involving Exponential Functions. pg. 261 #1 – 13. Chapter 4 Review

7B Applying Exponential and Logarithmic Functions 7-4, 7-5, 7-6) (Connecting) these functions in problems involving exponential growth and Applications of Exponential Functions • I can solve word problems involving exponential functions Section 4.7, pages 261­263, #1­10

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