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The histogram provided shows the distribution of book prices in a bookstore. Let's analyze the shape of the distribution based on the histogram:

- **Unimodal**: The histogram has one peak or mode, around the 100-dollar mark.
- **Symmetry**: The distribution is **not symmetric**; the tail on the right-hand side (toward the higher prices) is longer, meaning it is skewed.
- **Skewness**: The distribution has a longer tail on the right, meaning it is **right-skewed**.

Thus, the correct answer is:

**Unimodal and right-skewed**

Would you like further clarification on this? Here are 5 questions that can help you explore related topics:

1. What are the key differences between unimodal and bimodal distributions?
2. How can we measure skewness mathematically?
3. Why might a distribution of book prices be right-skewed in this case?
4. How do histograms help in identifying the spread and shape of data?
5. Can a right-skewed distribution still have outliers on the left?

**Tip**: To analyze skewness, always observe where the tail extends longer; right-skewness means the right side (higher values) has more spread than the left side.

A bookstore took an inventory of the prices of its books and created a histogram to show the results. What shape does the distribution have?

Analyze the histogram showing the distribution of book prices from a bookstore's inventory. Learn about unimodal distribution and right-skewness with this example. Suitable for students in Grades 8-12.

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