49 III. Consider the function g(x) whose graph is shown below. The domain and range of g (x) are R and y <- respectively. Determine the intervals for which g(x) is strictly increasing, strictly decreasing, or constant. List of points: 1. 9 10 12 13 AVAME 5 (-2,0) 2. (-10,5) 3. (-8,1) 4. (-5,7) 2 -10 5. 6. (0,12) 7. (0,10) (-3-3) Intervals for which g(x) is Strictly increasing: 8. (30) 9. (2,8) 10. (3,undefined) 11. (3,2) 12. (4,8) Strictly decreasing: 914 Hint: Verify that the union of all the intervals is Dg. 15 918 16 17 10 13. (6,8) 14. (6,undefined) 15. (7,4) 16. (8,5) 17. (9,6) 18. (9,undefined) Constant:
49 III. Consider the function g(x) whose graph is shown below. The domain and range of g (x) are R and y <- respectively. Determine the intervals for which g(x) is strictly increasing, strictly decreasing, or constant. List of points: 1. 9 10 12 13 AVAME 5 (-2,0) 2. (-10,5) 3. (-8,1) 4. (-5,7) 2 -10 5. 6. (0,12) 7. (0,10) (-3-3) Intervals for which g(x) is Strictly increasing: 8. (30) 9. (2,8) 10. (3,undefined) 11. (3,2) 12. (4,8) Strictly decreasing: 914 Hint: Verify that the union of all the intervals is Dg. 15 918 16 17 10 13. (6,8) 14. (6,undefined) 15. (7,4) 16. (8,5) 17. (9,6) 18. (9,undefined) Constant:
Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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