3. a. Write an array problem for 21 ÷ 3. Draw a sim- 0001 ple picture that a child could use to determine the answer to the problem. b. Write an area problem for 21 ÷ 3. Draw a sim- ple picture that a child could use to determine the answer to the problem.

Algebra and Trigonometry (6th Edition)
6th Edition
ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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**3. a.** Write an array problem for 21 ÷ 3. Draw a simple picture that a child could use to determine the answer to the problem.

**b.** Write an area problem for 21 ÷ 3. Draw a simple picture that a child could use to determine the answer to the problem.

*Explanation for Diagrams:*

- **Array Problem:** To visually represent 21 ÷ 3, you could draw an array consisting of three rows with seven dots in each row. This setup helps children see how many times three fits into twenty-one, illustrating division as repeated subtraction.

- **Area Problem:** For the area model, consider making a rectangle with a total area of 21 and a width of 3. The length will then be 7, showing the division process spatially. This visual can help children understand how area relates to division.
Transcribed Image Text:**3. a.** Write an array problem for 21 ÷ 3. Draw a simple picture that a child could use to determine the answer to the problem. **b.** Write an area problem for 21 ÷ 3. Draw a simple picture that a child could use to determine the answer to the problem. *Explanation for Diagrams:* - **Array Problem:** To visually represent 21 ÷ 3, you could draw an array consisting of three rows with seven dots in each row. This setup helps children see how many times three fits into twenty-one, illustrating division as repeated subtraction. - **Area Problem:** For the area model, consider making a rectangle with a total area of 21 and a width of 3. The length will then be 7, showing the division process spatially. This visual can help children understand how area relates to division.
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