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1. The graph or y = A sin Bx has amplitude 2. The amplitude of y = 3 sin x is period is. | and period %3D %3D 3. The period of y = 4 sin 2x is X-values for the five key points are x1 = so t %3D X2 = X5 = X3 = %3D 4. The graph of y = A sin(Bx - C) has pha shift of y = A sin Bx is shifted to the shift is negative, the graph of y = A sin E to the If this phase shift is positive. %3D %3D

1. The graph or y = A sin Bx has amplitude 2. The amplitude of y = 3 sin x is period is. | and period %3D %3D 3. The period of y = 4 sin 2x is X-values for the five key points are x1 = so t %3D X2 = X5 = X3 = %3D 4. The graph of y = A sin(Bx - C) has pha shift of y = A sin Bx is shifted to the shift is negative, the graph of y = A sin E to the If this phase shift is positive. %3D %3D

Trigonometry (11th Edition)
Trigonometry (11th Edition)
11th Edition
ISBN:9780134217437
Author:Margaret L. Lial, John Hornsby, David I. Schneider, Callie Daniels
Publisher:Margaret L. Lial, John Hornsby, David I. Schneider, Callie Daniels
Chapter1: Trigonometric Functions
Section: Chapter Questions
Problem 1RE: 1. Give the measures of the complement and the supplement of an angle measuring 35°.
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function. Then graph one period of the function. In Exercises 7-16, determine the amplitude and period of each 12:57 1 CONCEPT AND VOCABULARY CHECK Page 595.jpg he resultingatem is tA A sin Bx has 1. The graph or y amplitude = 2. The amplitude of y = 3 sin x is period is and period and the 3. The period of y = 4 sin 2x is X-values for the five key points are x1 ,so the and X2 = X5 = X3 X4 = 4. The graph of y = A sin(Bx - C) has phase If this phase shift is positive, the graph If this phase shift of y = A sin Bx is shifted to the shift is negative, the graph of y = A sin Bx is shifted to the EXERCISE SET 4.5 Practice Exercises In Exercises 1-6, determine the amplitude of each function. Then graph the function and y = sin x in the same rectangular Coordinate system for 0 s x 27. 1. Ly 4 sin x 2. y = 5 sin x 3. y sin x 4. y = sin x 5. y = -3 sin x 6. y = -4 sin x 7. y = sin 2x 9. y 3 sin x 11. y = 4 sin TTX 8. y = sin 4x 10. y = 2 sin x 12. y = 3 sin 277X 13. y = -3 sin 27mX 14. y = -2 sin mx 15. y = -sin x 16. y = -sinx
Transcribed Image Text:function. Then graph one period of the function. In Exercises 7-16, determine the amplitude and period of each 12:57 1 CONCEPT AND VOCABULARY CHECK Page 595.jpg he resultingatem is tA A sin Bx has 1. The graph or y amplitude = 2. The amplitude of y = 3 sin x is period is and period and the 3. The period of y = 4 sin 2x is X-values for the five key points are x1 ,so the and X2 = X5 = X3 X4 = 4. The graph of y = A sin(Bx - C) has phase If this phase shift is positive, the graph If this phase shift of y = A sin Bx is shifted to the shift is negative, the graph of y = A sin Bx is shifted to the EXERCISE SET 4.5 Practice Exercises In Exercises 1-6, determine the amplitude of each function. Then graph the function and y = sin x in the same rectangular Coordinate system for 0 s x 27. 1. Ly 4 sin x 2. y = 5 sin x 3. y sin x 4. y = sin x 5. y = -3 sin x 6. y = -4 sin x 7. y = sin 2x 9. y 3 sin x 11. y = 4 sin TTX 8. y = sin 4x 10. y = 2 sin x 12. y = 3 sin 277X 13. y = -3 sin 27mX 14. y = -2 sin mx 15. y = -sin x 16. y = -sinx
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