1. Given the function: y=-2 sin(27x)+7 Make a sketch of one cycle of the function, using mapping notation of the 5 key points. Label the 5 key points and show your work in mapping notation. Key points: {(0,0), , 1), (,0), (³,−1), (2, 0)} Mapping notation will include: y = asin(k(x − d)) + c X d, y → ay + c x → k Label any point(s) on the graph that have an instantaneous rate of change that is zero (horizontal tangent)

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