The graph represents a cubic function.

Question

Use the image to answer the question.

The coordinate grid has x and y axes labeled from negative 5 to 5.

How can you create a graph that reflects the cubic function across the y
-axis?

(1 point)
Responses

Add −1
to each x-value.
Add negative 1 to each x -value.

Add −1
to each y-value.
Add negative 1 to each y -value.

Multiply each y-value of a function by −1
.
Multiply each y -value of a function by negative 1 .

Multiply each x-value of a function by −1
.
Multiply each x -value of a function by negative 1 .

Answer 1

To reflect a graph across the y-axis, you need to multiply each x-value by -1. This transformation will invert the graph's position with respect to the y-axis, resulting in the reflection.

So, the correct response is:

Multiply each x-value of a function by -1.