For the equation, identify the amplitude, period, and phase shift and sketch (at least) one complete cycle of the graph. y = sin(2x + π) Amplitude: Period: Phase Shift:

Q: graph one period of function showing amplitude, phase shift, period and frequecy

A: y= 2sin3(x-30 degrees)   simplify y= 2sin(3x-90 degrees)

Q: Graph y = 1 + cos(2x - pi) (Give the amplitude, period, vertical shift, and horizontal shift)

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Q: 2. Find amplitude, shift, and graph: (a) y=(2sin2x) (B) y=(-sinx)+1

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Q: Determine the amplitude, period, midline, and phase shifts of the function. Then write the equation…

A: Given problem:- Determine the amplitude, period, midline, and phase shifts of the function. Then…

Q: 1.) Graph function, be sure to clearly mark key points that show amplitude, phase shift and period.…

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Q: y = sinx sin2x %3D

A: graph of y

Q: Graph, show two cycles of the curve  y= -2 sin (1/3 (×- pi/4) ) + 1

A: To graph the following function    y= -2 sin (1/3 (×- pi/4) ) + 1 This graph is opposite to sine…

Q: For the equation, identify the amplitude, period, and phase shift and sketch (at least) one complete…

A: In y = A sin(B(x + C)) + D Amplitude=A Period=2πB Phase shift=C Given y=13sin(3x-π2)=13sin(3(x-π6)…