1. **Stating the problem:** We are given a stem-and-leaf plot representing camcorder screen sizes in inches and a description of dot plot graphs. We need to fill in the blanks with the correct answers based on the stem-and-leaf plot and the dot plot description. 2. **Understanding the stem-and-leaf plot:** The stem represents the integer part of the screen size, and the leaf represents the decimal part. For example, 1 | 8 means 1.8 inches. 3. **Data from the stem-and-leaf plot:** - Stem 1: leaf 8 → 1.8 (1 data point) - Stem 2: leaves 1, 5, 5, 9, 9, 9, 9, 9, 9, 9, 9, 9 → 2.1, 2.5 (twice), 2.9 (nine times) - Stem 3: leaves 2, 2, 2, 2, 2, 3, 3 → 3.2 (five times), 3.3 (two times) - Stem 3: leaf 3 → 3.3 (1 time, possibly a typo or continuation) 4. **Counting frequencies:** - At 2.5 inches: 2 data points - At 2.9 inches: 9 data points - At 3.2 inches: 5 data points - At 3.3 inches: 3 data points (2 + 1) - At 1.8 inches: 1 data point - At 2.1 inches: 1 data point 5. **Matching with dot plot graph B description:** - Most dots clustered near 2.5 and 3 inches - Dot plot shows 9 dots at 2.5 (likely including 2.9 values rounded or grouped) - 6 dots at 3 inches (likely 3.2 and 3.3 combined) - Few dots between 0 and 1 inches 6. **Filling in the blanks:** - The stem-and-leaf plot is positioned at the top-left. - The dot plot choices are positioned at the bottom-left and bottom-right quadrants. - The correct dot plot graph is B, which shows the clustering near 2.5 and 3 inches. Final answers: - Stem-and-leaf plot position: top-left - Dot plot graph selected: B - Dot plot positions: bottom-left and bottom-right This matches the data distribution and the description given.