Let $f$ be defined by the following graph.

Describe the graph of $y=f(-x)-2$.
A) A version of the graph of $f$ flipped about the $y$-axis and shifted up by 2 units.
B) A version of the graph of $f$ flipped about the $y$-axis and shifted down by 2 units.
C) A version of the graph of $f$ flipped about the $x$-axis and shifted down by 2 units.
D) A version of the graph of $f$ flipped about the $x$-axis and shifted up by 2 units.

Question

Let $f$ be defined by the following graph.

Describe the graph of $y=f(-x)-2$.
A) A version of the graph of $f$ flipped about the $y$-axis and shifted up by 2 units. 
B) A version of the graph of $f$ flipped about the $y$-axis and shifted down by 2 units. 
C) A version of the graph of $f$ flipped about the $x$-axis and shifted down by 2 units. 
D) A version of the graph of $f$ flipped about the $x$-axis and shifted up by 2 units.

Quizplus · Accepted Answer

The Answer of Let $f$ be defined by the following graph.

Describe the graph of $y=f(-x)-2$.
A) A version of the graph of $f$ flipped about the $y$-axis and shifted up by 2 units. 
B) A version of the graph of $f$ flipped about the $y$-axis and shifted down by 2 units. 
C) A version of the graph of $f$ flipped about the $x$-axis and shifted down by 2 units. 
D) A version of the graph of $f$ flipped about the $x$-axis and shifted up by 2 units.

Let fff Be Defined by the Following Graph y=f(−x)−2y=f(-x)-2y=f(−x)−2 A) a Version of the Graph Of

Let $f$ Be Defined by the Following Graph $y=f(-x)-2$
A) a Version of the Graph Of