1. A dataset has a 5-number summary of {5, 12, 18, 25, 31}. The interquartile range (IQR), represented by the width of the box in a box plot, is ___.
2. For a dataset with a 5-number summary of {20, 35, 41, 50, 65}, which values define the segment for the left whisker of its box plot?
3. A box plot has a box extending from 100 to 150, with a median line at 110. What does this tell us about the spread of the data?
4. In a box plot created from the 5-number summary {42, 55, 61, 78, 90}, the vertical line inside the box is drawn at the value ___.
5. The box plot for Class A's test scores has an IQR of 8. The box plot for Class B's scores has an IQR of 15. What can be concluded?
6. Two reading groups' speeds are shown on box plots. Group A has a median of 150 words per minute and an IQR of 20. Group B has a median of 160 and an IQR of 35. Which statement is the best comparison?
7. A box plot for daily temperatures in Town X has an IQR of $8^{\circ}F$. Town Y has a box plot with an IQR of $15^{\circ}F$. The difference in the interquartile ranges is ___ degrees Fahrenheit.
8. Sarah's commute times form a symmetric box plot. Tom's commute times form a right-skewed plot with a long upper whisker. What does the shape of Tom's plot suggest about his commute?
9. Box plots show the heights of two basketball teams. The median height for the Rockets is 78 inches, and the median for the Jets is 75 inches. Based on the medians, which conclusion is most accurate?
10. The IQR for apple weights from Orchard A is 11 grams. Orchard B's apples have a wider box plot, with an IQR that is 6 grams greater than Orchard A's. The IQR for Orchard B is ___ grams.