Find the equation of the graph given below. Notice that the sine function is used in the answer template., representing a sine function that is shifted and/or reflected.Use the variable x in your equation, but be careful not use the multiplication x symbol. Find the equation of the graph given below. Notice that the sine function is used in the answer template., representing asine function that is shifted and/or reflected.Use the variable x in your equation, but be careful not use the multiplication x symbol.4(G.-1)T17T3.-142-T/2O T/23T/2 25T/2Зп71/24TT ØT/2TT-1-2;-4-

Find the equation of the graph given below. Notice that the sine function is used in the answer template., representing a sine function that is shifted and/or reflected. Use the variable x in your equation, but be careful not use the multiplication x symbol. 4 (7:-1) (-) 17T 3 4 2 -T/2 0 T/2 Зп /2 2T 5TT/2 3 71/2 4TT STT/2 TT -1

Find the equation of the graph given below. Notice that the sine function is used in the answer template., representing a sine function that is shifted and/or reflected. Use the variable x in your equation, but be careful not use the multiplication x symbol. 4 (7:-1) (-) 17T 3 4 2 -T/2 0 T/2 Зп /2 2T 5TT/2 3 71/2 4TT STT/2 TT -1

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter6: The Trigonometric Functions

Section6.6: Additional Trigonometric Graphs

Problem 59E

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4. State the domain and the range of the cosine function.
In the theory of biorhythms, sine functions are used to measure a person’s potential. You can obtain your biorhythm chart online by simply entering your date of birth, the date you want your biorhythm chart to begin, and the number of months you wish to have included in the plot. Shown (fig. attached herewith) is your author’s chart, beginning January 25, 2015, when he was 25,473 days old. We all have cycles with the same amplitudes and periods as those shown here. Each of our three basic cycles begins at birth. Use the biorhythm chart shown to solve : If you extend these sinusoidal graphs to the end of the year, are there any days where your author is at near-peak physical, emotional, and intellectual potential? The longer tick marks correspond to the dates shown in the figure..
In the theory of biorhythms, sine functions are used to measure a person’s potential. You can obtain your biorhythm chart online by simply entering your date of birth, the date you want your biorhythm chart to begin, and the number of months you wish to have included in the plot. Shown (fig. attached herewith) is your author’s chart, beginning January 25, 2015, when he was 25,473 days old. We all have cycles with the same amplitudes and periods as those shown here. Each of our three basic cycles begins at birth. Use the biorhythm chart shown to solve : For the period shown, what is the worst day in February for your author to run in a marathon? The longer tick marks correspond to the dates shown.
A water wheel has a broken bucket like in the diagram below.The height of the broken bucket, in meters, above the surface of the water, y, after x seconds can bemodeled by the function shown below. y = 3.2sin(0.42x - 2.1) +1.9 5. In each rotation, the length of time that the broken bucket is visible above the surface of the water can befound by analyzing theA. y-interceptB. period of the functionC. difference between the two smallest positive x-interceptsD. difference between the maximum value and the minimum value of the function
A water wheel has a broken bucket like in the diagram below.The height of the broken bucket, in meters, above the surface of the water, y, after x seconds can bemodeled by the function shown below. y = 3.2sin(0.42x - 2.1) +1.9 5. In each rotation, the length of time that the broken bucket is visible above the surface of the water can befound by analyzing theA. y-interceptB. period of the functionC. difference between the two smallest positive x-interceptsD. difference between the maximum value and the minimum value of the function 6. The diameter of the water wheel is the A. y-interceptB. period of the functionC. difference between the two smallest positive x-interceptsD. difference between the maximum value and the minimum value of the function
Write the equation of a cosine function of the form that has the given characteristics.