Vertical Dilation of Exponential Functions
All of the following statements about the vertical dilation of an exponential function are true EXCEPT:
A
Multiplying an exponential function by a negative constant results solely in vertical dilation, leaving the function’s orientation unchanged.
B
Vertical dilation of an exponential function alters the initial value by scaling the entire function by a constant factor.
C
A negative multiplicative constant introduces a reflection across the x-axis in addition to scaling the function.
D
Vertical dilations affect the amplitude of an exponential function without altering the base of the exponent.
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