The function is a transformation of the parent function . It has been reflected over the ______ axis, stretched vertically by a factor of ________, and shifted vertically by ________ units.
Answer & Analysis
Analysis
Question Analysis
This problem assesses the understanding of reflections, vertical stretches, and vertical shifts in logarithmic functions.
Key Concept Explanation
The general form of a transformed logarithmic function is . Here, the negative sign in front of the coefficient indicates a reflection over the x-axis, the coefficient affects the vertical stretch, and the constant
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