The scatterplot shows the number of visitors to the zoo on eight different days and the high temperatures on those days.
Based on the scatterplot, what is the best prediction of the number of visitors the zoo will receive on a day with a high temperature of 106?
• 200
• 425
• 445
• 620
Without seeing the scatterplot, it is difficult to give an accurate prediction. However, based on the given options, the best prediction would be 445 visitors.
In order to answer this question, I would need to see the scatterplot you are referring to. Could you please provide the scatterplot or any additional information related to it?
To make a prediction of the number of visitors the zoo will receive on a day with a high temperature of 106, you can use the information from the scatterplot. The scatterplot shows the relationship between the number of visitors and the high temperatures on eight different days.
To find the best prediction, you need to observe the pattern in the scatterplot. Look for a general trend or relationship between the number of visitors and the high temperatures.
Start by locating the high temperature of 106 on the x-axis of the scatterplot. Then, follow the corresponding point or points on the y-axis to find the number of visitors.
Based on the scatterplot, you can see that there is a positive correlation between the number of visitors and the high temperatures. As the high temperatures increase, the number of visitors generally increases as well.
Now, identify the point on the scatterplot that corresponds to a high temperature of 106. Look at the point(s) closest to this value on the x-axis and follow them vertically to the corresponding point(s) on the y-axis.
Based on the options provided, examine the scatterplot and estimate the number of visitors corresponding to a high temperature of 106. Compare this estimate to the given choices of 200, 425, 445, and 620. Select the closest value to your estimate as the best prediction.
Remember, scatterplots only show patterns and trends, and predictions based on them are not guaranteed to be exact. They provide general insights about potential relationships between variables.