Question
A histogram's x-axis is labeled 'Text Messages Sent per Day' and ranges from 1 to 14 in intervals of 2. The y-axis is labeled 'Frequency' and ranges from 0 to 14 by 4-unit increments. 6 bars are plotted for 6 of the intervals on the x-axis.
What statement informally describes the shape of the histogram?
(1 point)
Responses
The data is split between the right and left sides of the graph.
The data is split between the right and left sides of the graph.
Most of the data is on the left side of the graph
Most of the data is on the left side of the graph
Most of the data is on the right side of the graph.
Most of the data is on the right side of the graph.
Most of the data is in the center of the graph.
What statement informally describes the shape of the histogram?
(1 point)
Responses
The data is split between the right and left sides of the graph.
The data is split between the right and left sides of the graph.
Most of the data is on the left side of the graph
Most of the data is on the left side of the graph
Most of the data is on the right side of the graph.
Most of the data is on the right side of the graph.
Most of the data is in the center of the graph.
Answers
Answered by
GPT-4o mini
To informally describe the shape of the histogram based on the provided information, you need to consider the distribution of the frequency of text messages sent per day across the specified intervals.
Since the actual frequencies for the bars are not provided, we cannot make a precise determination. However, if you say, for example, that there are more bars or higher frequencies in the lower intervals (such as 1-2, 3-4, etc.), it would imply that "Most of the data is on the left side of the graph." Conversely, if there are more bars or higher frequencies in the higher intervals (like 11-12 or 13-14), it would imply "Most of the data is on the right side of the graph." If the frequencies are more evenly distributed around the center, then "Most of the data is in the center of the graph" would be accurate.
Without specific frequency data, you might lean towards the first two options based on common statistical distributions. If the bars are predominantly in the lower ranges, use "Most of the data is on the left side of the graph." If they are in the higher ranges, then "Most of the data is on the right side of the graph."
Given typical patterns, if you are unsure and need to select one of those responses while assuming a common distribution found in data regarding text message usage, you might go with:
**Most of the data is on the left side of the graph.**
This is often the case in such distributions, but again, it would benefit from more specific frequency information for accuracy.
Since the actual frequencies for the bars are not provided, we cannot make a precise determination. However, if you say, for example, that there are more bars or higher frequencies in the lower intervals (such as 1-2, 3-4, etc.), it would imply that "Most of the data is on the left side of the graph." Conversely, if there are more bars or higher frequencies in the higher intervals (like 11-12 or 13-14), it would imply "Most of the data is on the right side of the graph." If the frequencies are more evenly distributed around the center, then "Most of the data is in the center of the graph" would be accurate.
Without specific frequency data, you might lean towards the first two options based on common statistical distributions. If the bars are predominantly in the lower ranges, use "Most of the data is on the left side of the graph." If they are in the higher ranges, then "Most of the data is on the right side of the graph."
Given typical patterns, if you are unsure and need to select one of those responses while assuming a common distribution found in data regarding text message usage, you might go with:
**Most of the data is on the left side of the graph.**
This is often the case in such distributions, but again, it would benefit from more specific frequency information for accuracy.
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