Sketch the graph: - ) y = 3 sin( 2x Find the period, amplitude, and phase shift.

Q: Find the amplitude A, period P, phase shift P.S. for y = 3 sin| 2x- and graph one cycle. 4

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Q: Find an equation for the sinusoidal graph shown in Figure 59.

A: Given:

Q: 8. Sketch one period of y = -3 sin(Tx+ ). Clearly state the amplitude, period, and the phase shift.

A:

Q: Write the equation for a cosine function with amplitude 8x, period 1, and phase shift - 2.

A: The cosine function has amplitude 8π, period 1 and phase shift -2

Q: y = 2 sin (Tx + 플) +2.

A: Please see the explanation below

Q: Sketch the graph of the equation.y = 4 sin-1 x

A: Given equation, y = 4 sin-1 x

Q: The graph of y = A cos Bx has amplitude %3D and period

A: Here given as y=Acos Bx

Q: Find the amplitude and period and sketch the graph of the equation.

A: Given y=4 sin 2x We use the form a sin (bx-c)+d to find the variables to find the amplitude and…

Q: Consider the functuon y=2 sin(pi*x). State the period and amplitude and sketch one cycle of the…

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Q: Find the amplitude, the period, and the phase shift and sketch the graph of the equation.

A: Given y=12sin 2πx We, use the form a sin (bx-c)+d to find the variables required to find the given…

Q: graph , find the amplitude, period and phase shift y= -1/2 sin (x- pi/2)

A: The standard equation of a sine function is  Y=A sin(Bx-C) + D  Now , y= -1/2 sin (x- pi/2) Or, y=…

Q: Find the amplitude and period and sketch the graph of the equation.

A: Solution:Given y=23 sin xFormula:y=a sin (bx-c) +damptitude= aPeriod= 2πb

Q: What is the period of the sine function?

A:

Q: : Given: y = 4 sin(-27x + 7) %3D Find the Period: Amplitude: Phase Shift: Vertical shift:

A: Given,           y=4sin-2πx+πTo find: Period, amplitude, phase shift , vertical shift

Q: Graph the following trigonometric function: y = -2 cos -4 Calculate the period and phase shift?

A: The graph of the function: y=-2coscos12x-π+4

Q: Find the amplitude, period, phase shift (indicate left or right), and five key points on the graph…

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Q: Determine the equation of the sine function that would have a period of 120°and range 3<y<11, ye R}

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Q: Use the graph of the sine to sketch one period of the graph of the function. y = −1 + 2 sin(2x…

A: It is given that, y=-1+2sin2x-π2 It is known that, if f(x) has period P, then function f(ax+b) has…

Q: Sketch the graph of the equation by making a table using values of θ that are multiples of 45°. ​…

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Q: Sketch the graph of the equation.y = sin (arccos x)

A: The given equation is: y=sincos-1x. As, the inverse cosine function is defined by: y=cos-1x, if and…

Q: Find the amplitude, the period, and the phase shift and sketch the graph of the equation.

A: For any graph of the function of the form,                            y= A sinBx+C+D Here A is the…

Q: Determine the amplitude and period of y = 3 sin(4x).

A:

Q: Find an equation for a cosine function having an amplitude of 2, period of 27, horizontal shift of 5…

A: To find an equation for a cosine function having an amplitude of 2, period of 2π, horizontal shift…

Q: Graph one period of the function y = 3 sin 2x.

A: Given: y = 3 sin 2x To graph: One period of the given function.

Q: What is the period of y =A sin Bx?

A: The given function is y=A sin Bx. It is known that the period of sine function y=sinx is 2π.

Q: find the amplitude, period, and the phase shift and sketch the graph of y= 3 sin ( x+ π/6)   can…

A: Solution:- compare the general equation with given equation

Q: Determine the amplitude and period of y = - 2 sin (5x)without graphing.

A: A sinusoidal function is a function of the form A sin(Bx+C)+D. So a sinusoidal function is any…

Q: Sketch the graph: IT y = 3 sin( 2x - 2 Find the period, amplitude, and phase shift.

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Q: What are the amplitude and the period of the graph represented by the equation y = -3 cos ? A.…

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Q: Determine the amplitude, period, and phase shift of the function y = -3 sin(2πx + 4π). Then graph…

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Q: What is a a sine equation for a graph with an amplitude of 6, a period of pi/3, a phase shift to the…

A:

Q: The graph of tan(T) is shifted right 90° and has the period increased to 360°. What is the…

A:

Q: How do you find the period for a sine function by looking at its graph?

A: Given,  The graph of sine function.

Q: Let y = 4 cos What is the amplitude? What is the period? What is the phase shift?

A:

Q: Find the amplitude and period and sketch the graph of the equation.

A: The given equation is, y=2 sinπx The period of the sine function is 2π radians when the variable of…

Q: Determine the amplitude and period of the function y = -sin πx. Then graph one period of the…

A: Given that : The function is y = - sin πx .

Q: let y= 4sin(1/2x)-2 - what is the amplitude? -What is the period?  -Has the graph been moved up…

A: Given,          y=4sin12x-2

Q: Find the amplitude and period and sketch the graph of the equation.

A: The amplitude is the height from the center line to the peak of the graph. So, it detemines the…

Q: Identify the amplitude, midline, and period of y= -2 sin x + 4

A:

Q: What is the period for y = tan 2x?

A: We have to find the period of trigonometric function: y= tan 2x We know the period of tan x is π and…

Q: .Graph one cycle for the function y = 2 sin(2x + 7). Make sure to indicate the period and phase…

A: Given: y = 2 sin2x+π2 To graph: The one cycle for the function and to indicate the period and phase…

Q: Find the amplitude and period and sketch the graph of the equation.

A: Consider the given equation y=-12cos13x   General form of the cosine function y=AcosBx+c…

Q: Find the period of a sine or cosine function.

A: Given  The functions are  sin θ  and cos θ .

Q: Given the graph of a sine function. What is its amplitude?

A: here we have to find the amplitude of a sine function graph.

Q: Write the equation for a cosine function with amplitude π,period 1, and phase shift -2.

A: Amplitude =π period =1 phase shift =-2

Q: 2) y= sin (0 - 2 1 · sin |0

A: According to the company rule, we can answer only first question and rest can be reposted.

Confidence Intervals

When we calculate intervals in probability and statistics, it can be simply termed as finding out a confidence interval. The confidence interval is usually calculated from the data set which is observed. The value of the parameter that needs to be calculated is present here only.