https://file.aiquickdraw.com/mathbot/file/1730143968935d01t7lcs.jpg

Let's solve each question using the information from the graph provided:

### 21. Copies of **A Day with Daisy**
- **Price per copy**: $8
- **Total Sales** for "A Day with Daisy": $720

To find the number of copies, we use:
\[
\text{Copies} = \frac{\text{Total Sales}}{\text{Price per Copy}} = \frac{720}{8} = 90
\]
So, **90 copies** were sold.

---

### 22. Copies of **The Legend of Mr. Boots**
- **Price per copy**: $2
- **Total Sales** for "The Legend of Mr. Boots": $1,400

\[
\text{Copies} = \frac{\text{Total Sales}}{\text{Price per Copy}} = \frac{1400}{2} = 700
\]
So, **700 copies** were sold.

---

### 23. Copies of **Under the Sea**
- **Price per copy**: $4
- **Total Sales** for "Under the Sea": $1,600

\[
\text{Copies} = \frac{\text{Total Sales}}{\text{Price per Copy}} = \frac{1600}{4} = 400
\]
So, **400 copies** were sold.

---

Would you like a further breakdown of any calculations?

### Relative Questions
1. What would happen if the price per copy for "Under the Sea" increased to $5?
2. How many copies of "Larry the Robot" were likely sold if each copy cost $10?
3. If the sales of "A Day with Daisy" doubled, how many copies would be sold at the same price?
4. What is the total revenue generated from all four products combined?
5. How would the results change if Sara applied a 10% discount on "The Legend of Mr. Boots"?

### Tip
To find the number of items sold given total sales, always divide total sales by the price per item.

Use the graph to answer questions about sales copies based on given prices for each product.

Learn how to calculate the number of copies sold for Sara's products, using given sales data and prices per copy. This problem involves basic arithmetic concepts and is suitable for students in Grades 5-7.

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