https://file.aiquickdraw.com/mathbot/file/1729646058669h0d5ktjs.jpg

In this stem-and-leaf plot, the numbers on the left represent the "stems" (tens digit), while the numbers on the right represent the "leaves" (ones digit). To solve for the median number of tires sold each day, we first need to list out all the data points.

### Extracting the Data from the Stem-and-Leaf Plot:
The key tells us that a stem of "11" with a leaf of "2" means "112 tires". Let's read all the values.

- 8 | 4, 6 → 84, 86
- 9 | 3, 8 → 93, 98
- 10 | 0, 0 → 100, 100
- 11 | 5, 9 → 115, 119
- 12 | 4 → 124
- 13 | 6 → 136
- 14 | 6 → 146
- 15 | 2, 3 → 152, 153
- 16 | 1, 3 → 161, 163

### List of Values (Sorted):
\[ 84, 86, 93, 98, 100, 100, 115, 119, 124, 136, 146, 152, 153, 161, 163 \]

There are 15 values in total. Since the number of data points is odd, the median is the middle value in the sorted list.

- The middle value is the 8th value in the ordered list: **119**.

### Conclusion:
The median number of tires sold each day is **119 tires**.

Would you like more details on this, or do you have any further questions?

### Related Questions:
1. What is the mode of the number of tires sold each day?
2. What is the range of the tire sales data?
3. How do you calculate the mean of these numbers?
4. How would the median change if one more day of sales was added?
5. How can a stem-and-leaf plot help in making predictions about sales trends?

### Tip:
When using a stem-and-leaf plot, always ensure that the data is in a clear format to extract accurate values easily.

What is the median of the number of tires sold each day based on the stem-and-leaf plot?

Learn how to find the median number of tires sold each day based on a stem-and-leaf plot. In this example, the sales data is visually represented, and we walk through the steps of ordering the data and identifying the median value.

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