Use the image to answer the question.

Question

Two lines marked line X and line W are drawn on a coordinate plane. Both axes range from negative 10 to 10 in unit increments.

How does the graph show the change from Line W
to Line X
?

(1 point)
Responses

There is a slope change from positive to negative and by a factor of 3.
There is a slope change from positive to negative and by a factor of 3.

The slope is changed by a factor of 3.
The slope is changed by a factor of 3.

There is a slope change from negative to positive and by a factor of 3.
There is a slope change from negative to positive and by a factor of 3.

There is a slope change from positive to negative and no factor change.

Answer 1

To answer your question accurately, I would need to see the image of the coordinate plane with lines X and W. However, I can guide you on how to evaluate the slopes of the lines:

1. Identify the slopes of both lines: Determine the rise over run (change in y over change in x) for both Line W and Line X.
2. Check the direction of the slopes: If Line W has a positive slope and Line X has a negative slope, that indicates a change from positive to negative. Conversely, if Line W had a negative slope and Line X has a positive slope, that indicates a change from negative to positive.
3. Compare the slopes: If you find that the slope of Line W is three times that of Line X (or vice versa), you can note that change as a factor.

Once you've conducted this evaluation based on the image, you can select the appropriate response from the provided options. If you can describe the slopes or give more information, I'm happy to help you interpret it!