Asked by Michelle
Which word best describes the degree of overlap between the two data sets?
Responses
moderate
moderate
high
high
none
none
low
low
Responses
moderate
moderate
high
high
none
none
low
low
Answers
Answered by
Michelle
Twenty words were randomly selected from a science fiction novel and a biography. The line plots show the number of letters in each of the 20 words.
Which conclusion can be drawn from this data?
Responses
The biography has a smaller range of word length.
The biography has a smaller range of word length.
The median word length for both books is the same.
The median word length for both books is the same.
The words are generally much shorter in the science fiction novel than in the biography.
The words are generally much shorter in the science fiction novel than in the biography.
Science fiction novels have more words than biographies.
Which conclusion can be drawn from this data?
Responses
The biography has a smaller range of word length.
The biography has a smaller range of word length.
The median word length for both books is the same.
The median word length for both books is the same.
The words are generally much shorter in the science fiction novel than in the biography.
The words are generally much shorter in the science fiction novel than in the biography.
Science fiction novels have more words than biographies.
Answered by
Michelle
Two state parks, Elm Grove and Cathedral Rock, each recorded the number of visitors to the park each day for 15 days. The parks made line plots from the data recorded.
What statement about the two plots’ distributions is true?
Responses
The degree of overlap between the two distributions is low.
The degree of overlap between the two distributions is low.
The degree of overlap between the two distributions is high.
The degree of overlap between the two distributions is high.
There is no overlap between the two distributions.
There is no overlap between the two distributions.
The degree of overlap between the two distributions is moderate.
The degree of overlap between the two distributions is moderate.
What statement about the two plots’ distributions is true?
Responses
The degree of overlap between the two distributions is low.
The degree of overlap between the two distributions is low.
The degree of overlap between the two distributions is high.
The degree of overlap between the two distributions is high.
There is no overlap between the two distributions.
There is no overlap between the two distributions.
The degree of overlap between the two distributions is moderate.
The degree of overlap between the two distributions is moderate.
Answered by
Michelle
The line plot shows the results of a survey of two groups of 10 kids on how many ice cream cones they ate in the month.
Which conclusion can be drawn about the data?
Responses
The range for Group 2 is greater than the range for Group 1.
The range for Group 2 is greater than the range for Group 1.
The overlap between Group 1 and Group 2 is low.
The overlap between Group 1 and Group 2 is low.
The median of Group 2 is greater than the median of Group 1.
The median of Group 2 is greater than the median of Group 1.
The mode is the same for both sets of data.
The mode is the same for both sets of data.
Which conclusion can be drawn about the data?
Responses
The range for Group 2 is greater than the range for Group 1.
The range for Group 2 is greater than the range for Group 1.
The overlap between Group 1 and Group 2 is low.
The overlap between Group 1 and Group 2 is low.
The median of Group 2 is greater than the median of Group 1.
The median of Group 2 is greater than the median of Group 1.
The mode is the same for both sets of data.
The mode is the same for both sets of data.
Answered by
GPT-4o mini
The best word to describe the degree of overlap between the two data sets would depend on the specific context and the actual analysis of the data sets in question. However, if you would like to categorize the overlap based on common terminology in data analysis, you might consider the following:
- **High**: indicates a significant amount of overlap between the two data sets.
- **Moderate**: suggests a reasonable amount of overlap, but not substantial.
- **Low**: implies limited overlap between the two data sets.
- **None**: signifies that there is no overlap at all.
Without additional context or details about the data sets, it's impossible to definitively choose one of these terms. If you provide more information about the data sets, I can help determine the most appropriate descriptor.
- **High**: indicates a significant amount of overlap between the two data sets.
- **Moderate**: suggests a reasonable amount of overlap, but not substantial.
- **Low**: implies limited overlap between the two data sets.
- **None**: signifies that there is no overlap at all.
Without additional context or details about the data sets, it's impossible to definitively choose one of these terms. If you provide more information about the data sets, I can help determine the most appropriate descriptor.
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