Lesson 2: Multiply two-digit multiples of 10 by two-digit numbers using the area model. — Practice Questions

1. 1. The partial products for a multiplication problem are $800$ and $140$. What is the total product? ___

2. 2. To solve $50 \times 24$, the partial products are $1000$ and $200$. Which expression correctly shows how to find the total product?

   • A. $1000 + 200$
   • B. $1000 - 200$
   • C. $1000 \times 200$
   • D. $1000 \div 200$

3. 3. To find the product of $30 \times 46$, one partial product is $1200$. If the total product is $1380$, what is the other partial product? ___

4. 4. After finding the partial products for a multiplication problem, what is the final step to find the total product?

   • A. Add them together
   • B. Subtract the smaller from the larger
   • C. Multiply them together
   • D. Find their average

5. 5. A student is solving $60 \times 35$. She finds the partial products are $1800$ and $300$. What is the total product? ___

6. 6. To solve a multiplication problem, the partial products are calculated as $900$ and $180$. What is the total product? ___

7. 7. To find the product of $20 \times 46$, the partial products are $800$ and $120$. What is the total product?

   • A. 680
   • B. 800
   • C. 920
   • D. 8120

8. 8. The partial products for solving $60 \times 24$ are $1200$ and $240$. What is the total product? ___

9. 9. After finding the partial products in a multiplication problem, what is the next step to find the total product?

   • A. Add them together
   • B. Multiply them together
   • C. Subtract the smaller from the larger
   • D. Choose the larger one

10. 10. The total product for $50 \times 34$ is $1700$. If one partial product is $1500$ (from $50 \times 30$), what is the other partial product? ___