Let f be a function and (a, b) be a point on the graph of y = f (x). Shift the graph to the left 3 units, then make a horizontal scale change by a factor of 2, then reflect in the x-axis, then shift it down 4 units, and then reflect in the y-axis. (a) Find the equation of the final graph. (b) Find the point on the final graph corresponding to (a, b) from the original graph.
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