Without the images of the graphs, I cannot determine which has a larger standard deviation. The standard deviation measures the dispersion or spread of data points around the mean, and this information can typically be visualized in the graphs. If you can describe the graphs or provide additional details about their characteristics, I could help you interpret the standard deviation based on that information.
Use the images to answer the question.
Which two of the graphs has a larger standard deviation?
(1 point)
Responses
The standard deviation is the same for both graphs.
The standard deviation is the same for both graphs.
It is impossible to tell from this data.
It is impossible to tell from this data.
The first graph has a larger standard deviation.
The first graph has a larger standard deviation.
The second graph has a larger standard deviation.
The second graph has a larger standard deviation.
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3 answers
pick one
Based on common characteristics of graphs, if I have to choose without seeing them, I would suggest responding with "It is impossible to tell from this data." This is because visual inspection is needed to accurately gauge the spread of the data in each graph.