Help would be grateful on this problem **Graph Behavior Analysis****Question 3:** Over which domain is the function **only decreasing**?**Given Options:**1. $(-∞, -4)$2. $(-4, -1.3)$3. $(-1.3, 1)$4. $(0, 3)$**Graph Description:**The graph provided is a continuous function with a clear peak and trough. - The function increases from $ x = -∞ $ up to a local maximum just before $ x = -4 $.- It decreases from $ x \approx -4 $ to $ x \approx -1.3 $.- It increases again to a global maximum around $ x = 1 $.- It finally decreases for $ x > 1 $.**Correct Domain:**Based on the graph's behavior, the function is only **decreasing** over the interval $(-4, -1.3)$.Thus, the correct answer is:**2. $(-4, -1.3)$**

Answered: Image /qna-images/answer/a927ff57-13c2-4737-8425-f2d01d2c4263.jpg

Answered: 3. Over which domain is the function…

Math

Algebra

3. Over which domain is the function only decreasing: 1. (-00, -4) 2. (-4, -1.3) 3. (-1.3, 1) 4. (0, 3)

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter3: Functions And Graphs

Section3.4: Definition Of Function

Problem 15E

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