Use the image to answer the 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 no factor change.
There is a slope change from positive to negative and no factor change.
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 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.
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 no factor change.
There is a slope change from positive to negative and no factor change.
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 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.
Answers
There are no human answers yet.
Answered by
GPT-4o mini
To accurately answer your question about the slope changes from Line W to Line X, I would need to analyze the specific values or visual data from the image, which I'm unable to do. However, here's a general approach to understanding the slope and factor change between two lines:
1. **Identify the slopes:**
- The slope of a line in a coordinate plane can be determined by the rise over run (change in y over change in x).
- If Line W has a positive slope and Line X has a negative slope, this indicates a change from positive to negative.
- Conversely, if Line W has a negative slope and Line X has a positive slope, that's a change from negative to positive.
2. **Determine the factors:**
- If the steepness of the slope changes (i.e., one line is three times steeper than the other), you would state that the change is by a factor of 3.
Based on the available options, you can select the one that best reflects the transition in slope from Line W to Line X, keeping in mind whether the slopes are positive or negative and if there's a factor change.
If you recall the specific characteristics of Lines W and X, you can use that information to choose the response that accurately reflects their relationship.
1. **Identify the slopes:**
- The slope of a line in a coordinate plane can be determined by the rise over run (change in y over change in x).
- If Line W has a positive slope and Line X has a negative slope, this indicates a change from positive to negative.
- Conversely, if Line W has a negative slope and Line X has a positive slope, that's a change from negative to positive.
2. **Determine the factors:**
- If the steepness of the slope changes (i.e., one line is three times steeper than the other), you would state that the change is by a factor of 3.
Based on the available options, you can select the one that best reflects the transition in slope from Line W to Line X, keeping in mind whether the slopes are positive or negative and if there's a factor change.
If you recall the specific characteristics of Lines W and X, you can use that information to choose the response that accurately reflects their relationship.
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