The function is first shifted 1 unit to the right, then horizontally stretched by a factor of 4. The resulting function is .
Answer & Analysis
Analysis
Question Analysis
This question involves horizontal shifting and horizontal stretching of a linear function with a negative slope. The main focus is on finding the resulting function after these transformations.
Key Concept Explanation
Horizontal Shift: Shifting right by units gives (replace with ).
Horizontal Stretch: For , a horizontal stretch by factor gives (replace with ).
Step-by-Step Solution
1. Original function:
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