If the graph of $f(x)$ is:

Then the graph:

Represents:
A) $f(-x)$
B) $-f(x)$
C) Neither $f(-x)$ or $-f(x)$
D) Both $f(-x)$ and $-f(x)$

Name: If the graph of $f(x)$ is: Then the graph: Represents: A) $f(-x)$ B) $-f(x)$ C) Neither $f(-x)$ or $-f(x)$ D) Both $f(-x)$ and $-f(x)$
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Question

If the graph of $f(x)$ is:

Then the graph:

Represents:
A) $f(-x)$ 
B) $-f(x)$ 
C) Neither $f(-x)$ or $-f(x)$ 
D) Both $f(-x)$ and $-f(x)$

Quizplus · Accepted Answer

The Answer of If the graph of $f(x)$ is:

Then the graph:

Represents:
A) $f(-x)$ 
B) $-f(x)$ 
C) Neither $f(-x)$ or $-f(x)$ 
D) Both $f(-x)$ and $-f(x)$

If the Graph Of f(x)f(x)f(x) Is: Then the Graph: Represents: A)

If the Graph Of $f(x)$ Is:

Then the Graph:

Represents:
A)