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8 TangentMFM2P Similar Triangles and TrigonometryDate: ___Tangent Recall: Sine Ratio sin opposite hypotenusecos adjacent hypotenuseCosine RatioThere\'s a ratio we haven\'t talked about yet. The Tangent
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01
Identify the amplitude, period, phase shift, and vertical shift of the given sine or cosine function.
02
Use the information from step 1 to determine the values of a, b, c, and d in the general form of the function: y = a*sin(bx + c) + d or y = a*cos(bx + c) + d.
03
Plot the key points of the function such as the maximum and minimum points, and any x-intercepts.
04
Connect the key points with a smooth curve to create the graph of the function.
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Students studying trigonometry or pre-calculus may need to fill out 803 sine cosine functions as part of their coursework.
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Engineers, physicists, and other professionals who use sine and cosine functions in their work may also need to fill out 803 sine cosine functions for data analysis or modeling purposes.
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