1. Which of the following is a key feature that distinguishes a histogram from a bar chart?
2. Using the push-up data {12, 15, 18, 14, 20, 13, 19, 16, 14, 17}, what is the frequency for the interval $14$–$17$? ___
3. A histogram of daily temperatures uses bins $60$–$64$, $65$–$69$, $70$–$74$, and $75$–$79$ with frequencies $4$, $7$, $5$, and $2$. What is the total number of observations? ___
4. A teacher records 200 student quiz scores and wants to display the distribution. Which bin width would show the MOST detail about where scores cluster?
5. From the data set {42, 47, 45, 50, 43, 48, 46, 44, 49, 41}, which interval contains the highest frequency if bins are $41$–$44$, $45$–$48$, and $49$–$52$?
6. In a histogram showing the weights of dogs at a clinic, what does the height of a single bar represent?
7. A histogram shows the number of books read by students in a month. The intervals are 0-2, 3-5, and 6-8. The tallest bar is above the 3-5 interval. The most frequent number of books read is in the range ___.
8. A histogram of daily temperatures shows that the bar for the $60-69$ degree interval is shorter than the bar for the $70-79$ degree interval. What can be concluded?
9. A histogram tracks the cost of weekly groceries. The bar above the interval from 100 to 120 dollars has a frequency of 25. This means that ___ families had weekly grocery costs in that range.
10. A histogram of employee commute times shows most bars are clustered over intervals from $10$ to $30$ minutes, with very short bars for intervals above $45$ minutes. What does this suggest?