8:00×Q1. Consider y = 3 cos((2x + 40)°) - 5(a)(b)> 2 ☺BhabhiAdd a caption...22TỒIdentify the amplitude, period, phase shift, and equation of axis of the functionWrite an equation for a sine function whose gra is the same as the graph in part (a)CA

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Answered: Q1. Consider y = 3 cos((2x + 40)°) - 5…

Algebra and Trigonometry (6th Edition)

6th Edition

ISBN:9780134463216

Author:Robert F. Blitzer

Publisher:Robert F. Blitzer

ChapterP: Prerequisites: Fundamental Concepts Of Algebra

Section: Chapter Questions

Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...

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Compare the phase shift and amplitude of y=-cos(x-180∘) and y=-2sin(x-90∘). Which of the following choices is the correct comparison? a The cosine function has a phase shift that is 12 that of the sine function and in the same direction; the amplitude of the cosine function is 2 times that of the sine function. b The cosine function has a phase shift that is 12 that of the sine function and in the opposite direction; the amplitude of the cosine function is 12 that of the sine function. c The cosine function has a phase shift that is 2 times larger than the phase shift of the sine function and in the same direction; the amplitude of the cosine function is 12 that of the sine function. d The cosine function has a phase shift that is 2 times larger than that of the sine function and in the opposite direction; the amplitude of the cosine function is 2 times that of the sine function.
4) Find the amplitude, period, frequency, and sketch one cycle of the displacement of an object moving in simple harmonic motion given by y = -2.3 sin(0.5nt), where y is in meters and t in seconds.
The given function models the displacement of an object moving in simple harmonic motion. y = 6 sin(2t) (a) Find the amplitude, period, and frequency of the motion. amplitude period frequency (b) Sketch a graph of the displacement of the object over one complete period.
Suppose y = 37 Cos (-4t + 5) + 9. In your answers, enter 'pi' for T. (a) The amplitude of the graph is (b) The period of the graph is (c) The phase (horizontal shift) of the graph is (d) The midline (vertical shift) of the graph is y

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Q1. Consider y = 3 cos((2x + 40)°) - 5 (a) (b) Identify the amplitude, period, phase shift, and equation of axis of the function Write an equation for a sine function whose graph is the same as the graph in part (a)