The curve whose equation is $y = e^{3x + 2} + 1$ undergoes, in succession, the following transform

Question

The curve whose equation is $y = e^{3x + 2} + 1$ undergoes, in succession, the following transformations: A: Translation by $3$ units in the positive x direction. B: Scaling by a scale factor of $4$ parallel to the x-axis. C: Reflection about the $y$-axis. D: Transformation of the function $y = f(|x|)$. Find the equation of the resulting curve.

Accepted Answer

$y=e^{-\frac34|x|-7}+1$

Transformations of Graphs - Composite Transformations

Transformations of Graphs - Composite Transformations

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