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Two-Digit Division Strategies

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Two-Digit Division Strategies

Student working with division blocks

📊 Part 1: Strategy Selection

I can choose appropriate strategies to divide whole numbers by two-digit divisors.

1. For the problem 456 ÷ 12, which strategy would be most helpful to start with?

Estimate using compatible numbers (450 ÷ 10)

Use base-ten blocks to model

Apply partial quotients method

All strategies could work

2. Which of these are good estimation strategies for 738 ÷ 18? (Check all that apply)

Round to 700 ÷ 20

Use 720 ÷ 18

Think 740 ÷ 10

Use 750 ÷ 15

3. When using partial quotients for 624 ÷ 13, what would be a good first step?

Subtract 13 × 10 = 130

Subtract 13 × 40 = 520

Subtract 13 × 50 = 650

Subtract 13 × 100 = 1,300

🧮 Part 2: Problem Solving

I can solve division problems using models, mental math, and partial quotients.

4. Solve 525 ÷ 15 using estimation first, then find the exact answer.

My estimate: 525 ÷ 15 ≈ _________ ÷ _________ = _________

Exact answer: _________

5. Use partial quotients to solve 672 ÷ 14. Show all your work.
6. A school ordered 756 pencils to distribute equally among 18 classrooms. How many pencils will each classroom receive?

Strategy I will use: _________________________________

Each classroom will receive _________ pencils.

💭 Part 3: Explain Your Thinking

I can explain my solution steps and check my answers for reasonableness.

7. Maria solved 468 ÷ 12 and got an answer of 39. Explain how you could check if her answer is reasonable without doing the exact division.
8. Choose ONE division problem: 384 ÷ 16 OR 592 ÷ 24. Solve it using TWO different strategies and compare your results.

Problem chosen: _________________

Strategy 1: _________________________________

Strategy 2: _________________________________

Both strategies gave me the same answer: _________

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