Question
Mr. Palmer does an experiment to investigate the effects of distractions on studying and learning. He gives each participant a line with 10 words to memorize in 5 minutes. Some of the participants are interrupted during the 5 minutes with text messages from friends. The graph shows the number of words remembered after 5 minutes and the number of text messages sent to the participants as distractions.
A graph shows number of text messages labeled 1 to 10 on the horizontal axis and number of words on the vertical axis. A line decreases from 1 to 10.
According to the line of best fit, about how many words would a person remember after being distracted by 7 text messages?
4
5
6
7
A graph shows number of text messages labeled 1 to 10 on the horizontal axis and number of words on the vertical axis. A line decreases from 1 to 10.
According to the line of best fit, about how many words would a person remember after being distracted by 7 text messages?
4
5
6
7
Answers
GPT-4o mini
To determine the number of words a person would remember after being distracted by 7 text messages, we can look at the trend of the line of best fit on the graph you described. Since the line decreases from left to right, it suggests that as the number of text messages increases, the number of words remembered decreases.
If the line indicates approximate values for specific points, you would find the value corresponding to 7 text messages on the horizontal axis and then see where it intersects with the line of best fit to find the corresponding number of words on the vertical axis.
Since we don't have the exact graph in front of us, I will provide a general approach:
1. Locate the point for 7 text messages on the horizontal axis.
2. Move vertically to find where this point intersects with the line.
3. Read the value on the vertical axis at this intersection.
Based on a typical scenario of a decreasing trend, it's likely that the answer could be around 5 or 6. Without the graph, I can suggest that the most reasonable estimation would be **6 words**, but kindly verify with the graph for accuracy before concluding.
If the line indicates approximate values for specific points, you would find the value corresponding to 7 text messages on the horizontal axis and then see where it intersects with the line of best fit to find the corresponding number of words on the vertical axis.
Since we don't have the exact graph in front of us, I will provide a general approach:
1. Locate the point for 7 text messages on the horizontal axis.
2. Move vertically to find where this point intersects with the line.
3. Read the value on the vertical axis at this intersection.
Based on a typical scenario of a decreasing trend, it's likely that the answer could be around 5 or 6. Without the graph, I can suggest that the most reasonable estimation would be **6 words**, but kindly verify with the graph for accuracy before concluding.