Problem 1CP: Check Point 1 Graph y = 3 tan 2x for
Problem 2CP: Check Point 2 Graph two full periods of .
Problem 3CP Problem 4CP Problem 5CP: Check Point 5 Graph y = 2 sec 2x for 34x34. Problem 1CVC Problem 2CVC Problem 3CVC Problem 4CVC: Fill in each blank so that the resulting statement is true, An interval containing one period of... Problem 5CVC Problem 6CVC Problem 7CVC Problem 8CVC Problem 1PE: In Exercises 1-4. the graph of a tangent function is given. Select the equation for each graph from... Problem 2PE: In Exercises 1-4, the graph of a tangent function is given. Select the equation for each graph from... Problem 3PE: In Exercises 1-4, the graph of a tangent function is given. Select the equation for each graph from... Problem 4PE: In Exercises 1-, the graph of a tangent function is given. Select the equation for each graph from... Problem 5PE: In Exercises 5-12, graph two periods of the given tangent function.
5.
Problem 6PE: In Exercises 5-12, graph two periods of the given tangent function.
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Problem 7PE: In Exercises 5-12, graph two periods of the given tangent function.
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Problem 8PE: In Exercises 5-12, graph two periods of the given tangent function.
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Problem 9PE: In Exercises 5-12, graph two periods of the given tangent function.
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Problem 10PE: In Exercises 5-12, graph two periods of the given tangent function.
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Problem 11PE: In Exercises 5-12, graph two periods of the given tangent function. r
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Problem 12PE: In Exercises 5-12, graph two periods of the given tangent function, y=tan(x4) Problem 13PE: In Exercises 13-16, the graph of a cotangent function is given. Select the equation for each graph... Problem 14PE: In Exercises 13-16, the graph of a cotangent function is given. Select the equation for each graph... Problem 15PE: In Exercises 13-16, the graph of a cotangent function is given. Select the equation for each graph... Problem 16PE: In Exercises 13-16, the graph of a cotangent function is given. Select the equation for each graph... Problem 17PE: In Exercises 17-24, graph two periods of the given cotangent function. y=2cotx Problem 18PE: In Exercises 17-24, graph two periods of the given cotangent function. y=12cotx Problem 19PE: In Exercises 17-24, graph two periods of the given cotangent function.
19.
Problem 20PE: In Exercises 17-24, graph two periods of the given cotangent function. y=2cot2x Problem 21PE: In Exercises 17-24, graph two periods of the given cotangent function. y=3cot2x Problem 22PE: In Exercises 17-24, graph two periods of the given cotangent function. y=2cot4x Problem 23PE: In Exercises 17-24, graph two periods of the given cotangent function. y=3cot(x+2) Problem 24PE: In Exercises 17-24, graph two periods of the given cotangent function. y=3cot(x+4) Problem 25PE Problem 26PE Problem 27PE Problem 28PE Problem 29PE: In Exercises 29-44, graph two periods of the given cosecant or secant function.
29.
Problem 30PE: In Exercises 29-44, graph two periods of the given cosecant or secant function.
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Problem 31PE: In Exercises 29-44, graph two periods of the given cosecant or secant function. y=12cscx2 Problem 32PE: In Exercises 29-44, graph two periods of the given cosecant or secant function.
32.
Problem 33PE: In Exercises 29-44, graph two periods of the given cosecant or secant function.
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Problem 34PE: In Exercises 29-44, graph two periods of the given cosecant or secant function.
34.
Problem 35PE: In Exercises 29-44, graph two periods of the given cosecant or secant function. y=secx3 Problem 36PE: In Exercises 29-44, graph two periods of the given cosecant or secant function. y=secx2 Problem 37PE: In Exercises 29-44, graph two periods of the given cosecant or secant function.
37.
Problem 38PE: In Exercises 29-44, graph two periods of the given cosecant or secant function.
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Problem 39PE: In Exercises 29-44, graph two periods of the given cosecant or secant function. y=12secx Problem 40PE: In Exercises 29-44, graph two periods of the given cosecant or secant function. y=32secx Problem 41PE: In Exercises 29-44, graph two periods of the given cosecant or secant function.
41.
Problem 42PE: In Exercises 29-44, graph two periods of the given cosecant or secant function. y=csc(x2) Problem 43PE: In Exercises 29-44, graph two periods of the given cosecant or secant function.
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Problem 44PE: In Exercises 29-44, graph two periods of the given cosecant or secant function. y=2sec(x+2) Problem 45PE: In Exercises 45-52, graph two periods of each function. y=2tan(x6)+1 Problem 46PE: In Exercises 45-52, graph two periods of each function.
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Problem 47PE: In Exercises 45-52, graph two periods of each function.
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Problem 48PE: In Exercises 45-52, graph two periods of each function. y=csc(2x2)+1 Problem 49PE: In Exercises 45-52, graph two periods of each function. y=csc|x| Problem 50PE: In Exercises 45-52, graph two periods of each function. y=sec|x| Problem 51PE: In Exercises 45-52, graph two periods of each function.
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Problem 52PE: In Exercises 45-52, graph two periods of each function.
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Problem 53PE: In Exercises 53-54, let .
53. Graph two periods of
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Problem 54PE: In Exercises 53-54, let .
54. Graph two periods of
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Problem 55PE: In Exercises 55-58, use a graph to solve each equation for 2x2. tanx=1 Problem 56PE: In Exercises 55-58, use a graph to solve each equation for 2x2. cotx=1 Problem 57PE: In Exercises 55-58, use a graph to solve each equation for 2x2. cscx=1 Problem 58PE: In Exercises 55-58, use a graph to solve each equation for .
58.
Problem 59PE: 59. An ambulance with a rotating beam of light is parked 12 feet from a building. The... Problem 60PE: The angle of elevation from the top of a house to a jet flying 2 miles above the house is x radians.... Problem 61PE: Your best friend is marching with a band and has asked you to film him. The figure below shows that... Problem 62PE: In Exercises 62-64, sketch a reasonable graph that models the given situation. The number of hours... Problem 63PE: In Exercises 62-64, sketch a reasonable graph that models the given situation.
63. The motion of a... Problem 64PE Problem 65PE: Without drawing a graph, describe the behavior of the basic tangent curve. Problem 66PE: 66. If you are given the equation of a tangent function, how do you find a pair of consecutive... Problem 67PE: If you are given the equation of a tangent function, how do you identify an x-intercept? Problem 68PE: Without drawing a graph, describe the behavior of the basic cotangent curve. Problem 69PE: 69. If you are given the equation of a cotangent function, how do you find a pair of consecutive... Problem 70PE: Explain how to determine the range of y=cscx from the graph. What is the range? Problem 71PE: Explain how to use a sine curve to obtain a cosecant curve. Why can the same procedure be used to... Problem 72PE: Scientists record brain activity by attaching electrodes to the scalp and then connecting these... Problem 73PE: Use a graphing utility to verify any two of the tangent curves that you drew by hand in Exercises... Problem 74PE Problem 75PE: Use a graphing utility to verify any two of the cosecant curves that you drew by hand in Exercises... Problem 76PE: Use a graphing utility to verify any two of the secant curves that you drew by hand in Exercises... Problem 77PE: In Exercises 77-82, use a graphing utility to graph each function. Use a viewing rectangle that... Problem 78PE: In Exercises 77-82, use a graphing utility to graph each function. Use a viewing rectangle that... Problem 79PE: In Exercises 77-82, use a graphing utility to graph each function. Use a viewing rectangle that... Problem 80PE: In Exercises 77-82, use a graphing utility to graph each function. Use a viewing rectangle that... Problem 81PE: In Exercises 77-82, use a graphing utility to graph each function. Use a viewing rectangle that... Problem 82PE: In Exercises 77-82, use a graphing utility to graph each function. Use a viewing rectangle that... Problem 83PE: In Exercises 83-86, use a graphing utility to graph each pair of functions in the same viewing... Problem 84PE: In Exercises 83-86, use a graphing utility to graph each pair of functions in the same viewing... Problem 85PE: In Exercises 83-86, use a graphing utility to graph each pair of functions in the same viewing... Problem 86PE: In Exercises 83-86, use a graphing utility to graph each pair of functions in the same viewing... Problem 87PE: 87. Carbon dioxide particles in our atmosphere trap heat and raise the planet’s temperature. Even if... Problem 88PE: 88. Graph in a [-0.2.0.2,0.011 by [-1.2,1.2.0.01 ]
viewing rectangle. What is happening as x... Problem 89PE: Make Sense? In Exercises 89-92, determine whether each statement makes sense or does not make sense,... Problem 90PE: Make Sense? In Exercises 89-92, determine whether each statement makes sense or does not make sense,... Problem 91PE: Make Sense? In Exercises 89-92, determine whether each statement makes sense or does not make sense,... Problem 92PE: Make Sense? In Exercises 89-92, determine whether each statement makes sense or does not make sense,... Problem 93PE: In Exercises 93-94, write an equation for each blue graph. Problem 94PE: In Exercises 93-94, write an equation for each blue graph. Problem 95PE Problem 96PE: In Exercises 95-96, write the equation for a cosecant function| satisfying the given conditions.... Problem 97PE: 97. Determine the range of the following functions. Then give a viewing rectangle, or window, that... Problem 98PE: For x0, what effect does 2xiny=2xsinx have on the graph of y=sinx? What kind of behavior can be... Problem 99PE: 99. Find all zeros of .
(Section 2.5, Example 3)
Problem 100PE: The toll to a bridge costs $8.00. Commuters who frequently use the bridge have the option of... Problem 101PE: Write the point-slope form and the slope-intercept form of the line passing through (1,2) and (3,4).... Problem 102PE: Exercises 102-104 will help you prepare for the material covered in the next section.
102. a. Graph... Problem 103PE: Exercises 102-104 will help you prepare for the material covered in the next section.
103. a. Graph... Problem 104PE: Exercises 102-104 will help you prepare for the material covered in the next section. a. Graph... format_list_bulleted