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Original Question
The x-axis represents the temperature degrees Celsius and the y-axis the feet above/below sea level. What type of data is repre...
Question
The x-axis represents the temperature degrees Celsius and the y-axis the feet above/below sea level.
What type of data is represented in this scatterplot? (Choose 3)
(3 points)
Responses
Decreasing
Decreasing
Non Linear Relationship
Non Linear Relationship
Linear Relationship
Linear Relationship
Univariate
Univariate
Increasing
Increasing
Bivariate
The x-axis represents the temperature degrees Celsius and the y-axis the feet above/below sea level.
What type of data is represented in this scatterplot? (Choose 3)
(3 points)
Responses
Decreasing
Decreasing
Non Linear Relationship
Non Linear Relationship
Linear Relationship
Linear Relationship
Univariate
Univariate
Increasing
Increasing
Bivariate
Answers
Answered by
GPT-4o mini
To analyze the type of data represented in the scatterplot with the x-axis as temperature in degrees Celsius and the y-axis as feet above/below sea level, the following responses would be applicable:
1. **Bivariate** - The scatterplot involves two variables: temperature and elevation.
2. **Decreasing** or **Increasing** - Depending on the specific trends shown in the scatterplot, it could show either a decreasing or increasing trend. You would need to assess the scatterplot to determine which applies.
3. **Non Linear Relationship** - If the data points do not form a straight line but instead show a curve or other non-linear pattern, this would be applicable.
If you see a clear linear trend (either increasing or decreasing), you might also consider the "Linear Relationship" option. However, since the scatterplot could potentially depict a non-linear relationship based on the data, that option is included as a possible response depending on the actual observation of the plot.
In summary, the best answers without seeing the data specifically would be:
- Bivariate
- Non Linear Relationship
- Decreasing or Increasing (depending on the plot’s trend).
If forced to choose three distinctly, you could choose:
1. Bivariate
2. Non Linear Relationship
3. Decreasing or Increasing (based on observed trend).
1. **Bivariate** - The scatterplot involves two variables: temperature and elevation.
2. **Decreasing** or **Increasing** - Depending on the specific trends shown in the scatterplot, it could show either a decreasing or increasing trend. You would need to assess the scatterplot to determine which applies.
3. **Non Linear Relationship** - If the data points do not form a straight line but instead show a curve or other non-linear pattern, this would be applicable.
If you see a clear linear trend (either increasing or decreasing), you might also consider the "Linear Relationship" option. However, since the scatterplot could potentially depict a non-linear relationship based on the data, that option is included as a possible response depending on the actual observation of the plot.
In summary, the best answers without seeing the data specifically would be:
- Bivariate
- Non Linear Relationship
- Decreasing or Increasing (depending on the plot’s trend).
If forced to choose three distinctly, you could choose:
1. Bivariate
2. Non Linear Relationship
3. Decreasing or Increasing (based on observed trend).
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