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[DOC File]STANDARD - Virginia Department of Education
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Determine the amplitude, period, phase shift, and vertical shift of a trigonometric function from the equation of the function and from the graph of the function. Describe the effect of changing A, B, C, or D in the standard form of a trigonometric equation {e.g., y = A sin (Bx + C) + D or y = A cos [B(x + C)] + D}.

[DOC File]Problem 1 (8 points)
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E) The amplitude of the function is 70. The vertical shift of the function is 70. F) The vertical shift of the function is 95. Part III - Problems: For the following problems please show your work clearly and completely. Evaluate the following limits. If you use your calculator for approximation, please provide a table of values with at least 3 ...

[DOC File]I
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Calculate the amplitude of the function by finding the distance from the smallest and largest distance and dividing by 2. Since the highest distance occurs when time = 0, is there any need to consider a phase shift of this cosine function? Write the equation of the function. 39. List all of the definitions and properties you learned in this ...

[DOC File]LESSON X
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The function does not have an amplitude and the period of the function is . In general, given the function , we may write this function as by factoring out b. The cotangent function does not have an amplitude, the period is , and the phase shift is units to the right if or is units to the left if .

[DOC File]PART II: WHILE … WEND
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Amplitude: 3 Period: 2π Phase Shift: 3) Write out an equation of a sine function, given the following characteristics, then graph it. Amplitude: Period: π Phase Shift: Modeling Using Sinusoidal Regressions. Goal: Given some data, find a sinusoidal function (if one exists) for it, with the help of your calculator.

[DOC File]Design Guide - University of Delaware
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Amplitude Response is defined as the ratio of the output amplitude to the input amplitude versus frequency and is usually plotted on a log/log scale as shown in Figure 5. Note how the steepness of the transition band slope (roll-off) increases as the number of poles increase. Figure 5. 2, 4, 6, and 8 Pole Butterworth Low Pass. Phase Response

[DOCX File]NJCTL
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State the amplitude, period, phase shift, and vertical shift for each function. Draw the graph by hand and then check it with a graphing calculator. y=-4 cos 1 2 x- π 3 +2

[DOC File]1
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f(3)=5 is a maximum value, the amplitude is 4 and the period is 6. Graph the function-check your calculator, label the horizontal and vertical axes indicating max, min, ave value for 1 period. Find the: Amplitude 4. Minimum value -3. Maximum value 5. Average value 1. Find an equation. Find 3 x values where f(x) is a: Maximum, x=3,9,-6. mimimum ...

[DOCX File]Math II Unit 6
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You may use a graphing calculator to check your work. Possible Solution *: One *Courtesy of Nancy Benson. Musical Tones. ... What is the amplitude of the function? The amplitude is ½ the distance between the max and min. The amplitude is (130-10)/2=60. F(t) = 60 sin + 70.

[DOC File]DSP Calculator
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A negative amplitude simply means that the signal is inverted from an equivalent positive amplitude; a negative frequency relates to the phase of the signal. See the section in the text on complex numbers for a thorough discussion of negative frequencies. Fungen. Purpose: This is the general purpose function generator.

[DOC File]Pre-Calculus
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10. State the amplitude and period for each function. a) b) 11. Write an equation of the sine function with amplitude 5 and period . Pre-Calculus Name Chapter 6 – Graphs of Trigonometric Functions Period 1. Write an equation of the tangent function with period 2π, phase shift π, and vertical shift –1. 2.

[DOC File]Name That Frequency
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Using these four factors we can write our transformation of the sine function using the equation y = a sin(bx + c) + d where a is the amplitude, the period is 2(/b, -c/b is the phase shift and d is the vertical displacement. Materials Needed Per Group. CBR unit . TI-8X graphics calculator with a unit-to-unit link cable and . Ranger . program

Activity overview: - Texas Instruments
Problem 1 – Amplitude In this problem, you will explore the amplitude of a function of the form f(x) = a sin(x). Press ( to access the Program menu and select the PHSESHFT program. You will see the menu options to the right. Choose . 1:Amplitude. The program will graph the parent function y = sin(x) and enter . Y1 = a sin(x) into the ( screen ...

Amplitude function calculator