1. Determine the amplitude, the period, and phase shift for the given functions. Graph the function over one period. Indicate the x-intercepts and the coordinates of the highest and lowest points on the graph. Use the graph to determine the domain and range of each function. a) y-sin(2.x) 3 IT X -sin(2rx) 4 с) у--2сos(лх +л) b) y= 2sin +1 4 IT d) y=1- cos| 2x- 2

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A: In this question we have to translate the basic function y=cos(x)

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A: To graph the function is: y=-2cos(3(x-60°))+4

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A: standard form of sine function A is amplitudeperiod  is phase shiftD is vertical shift

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

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Q: 9. A windmill has a radius of 8m and rotates once every 20 metres off the ground (i.e. the vertical…

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Q: What is the period of the graph of the function y=3cos(2pix)

A: Graph of a function is

Q: -2 -3г/2 -П -п 0 -2 п/2 3г/2 2

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Q: 17 Rerer the graphS Delow Interior and Exterior Temperatures ↑T(h) 20 2 10- 12 24 36 48 -10- -20…

A: The cosine and sine form should in the form of Y= ASin(Bx-C)+D or  Y=ACos(Bx-C)+D

Q: Find the period. y = -4 sec(x)

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Q: The graph of the cosine function has been vertically compressed by a factor of 3, reflected in the…

A: Using the given transformations, we can find the required equation.