A transformed function: π(π₯) = 4(2π₯ β 4)2 +3 has under gone more transformations to create a newfunction h(π₯). h(π₯) is vertically compressed by1/2 of π(π₯) and reflected in the x-axis, the vertexof h(π₯) has shifted 6 units left and 2 units downfrom π(π₯), the horizontal stretch/compression remains thesame.
Use mapping notation to sketch the new graph h(π₯)
A transformed function: 𝑓(𝑥) = 4(2𝑥 β 4)2 + 3 has under gone more transformations to create a new function h(𝑥). h(𝑥) is
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