Consider the function y =-3 cos 2x–- 3 - 4.75 a) What is the amplitude? b) What is the period? c) Describe the phase shift. d) Describe the vertical translation. e) Sketch a graph of the function over two cycles in a paper-pencil style. Clearly label the scale on both axes.

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A: Formula used: Suppose y = atan(bx + c) +d then  1. Period =  πb 2. Phase shift = -cb 3. Vertical…

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

A: y=-2sin3x-π⇒y=-2sin3x-π3 Now comparing with y=asinbx-c, we get a=-2,  b=3  &  c=π3 Now amplitude…

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A: I am attaching image so that you understand each and every step.

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Q: Sketch the graph of the equation.

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A: comparing the above cosine curve with the general sine curve we getA=5B=13C=π2, taking 13 commonD=0

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A: Comparing with standard form of the wave equation