1. An area model is used to calculate $7 \times 4,815$. How is the number 4,815 decomposed to find the partial products?
2. To calculate $5 \times 3,281$ using an area model, you find partial products. What is the partial product corresponding to the hundreds place? ___
3. Which option shows the correct partial products for calculating $4 \times 2,739$?
4. A farmer's field is 8 meters wide and 1,352 meters long. Use the area model concept to find the total area of the field in square meters. ___
5. An area model is used for a multiplication problem, resulting in the partial products 42, 210, and 3,500. What was the original multiplication problem?
6. The partial products for $3 \times 6,184$ are 12, 240, 300, and ___. What is the missing partial product?
7. Use an area model to find the product of $9 \times 4,057$. What is the total product? ___
8. A rectangular mural is 6 feet tall. It is painted in sections with widths of 2,000 feet, 400 feet, and 8 feet. Which expression represents the total area of the mural?
9. An area model for $8 \times 5,902$ has sections for each place value. What is the value of the partial product for the thousands place? ___
10. To calculate $8 \times 472$ using an area model, you find the partial products. What is the partial product corresponding to the tens place of $472$? ___