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Two-Digit Division Strategies
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Two-Digit Division Strategies
📊 Part 1: Strategy Selection
1. Which strategy would be BEST for solving 480 ÷ 12?
Mental math (using compatible numbers)
Base-ten blocks
Partial quotients
Area model
2. To estimate 347 ÷ 18, what compatible numbers would you use?
300 ÷ 20
360 ÷ 18
350 ÷ 15
340 ÷ 20
3. When using partial quotients for 756 ÷ 21, which would be a good first step?
Subtract 21 × 10 = 210
Subtract 21 × 30 = 630
Subtract 21 × 5 = 105
Subtract 21 × 50 = 1050
4. Check all strategies that use place value understanding:
Base-ten blocks
Area model
Partial quotients
Mental math estimation
✏️ Part 2: Problem Solving
5. Solve 468 ÷ 13 using partial quotients. Show your work:
6. Estimate 592 ÷ 19, then explain your reasoning:
My estimate: _________
7. Use the distributive property to solve 936 ÷ 12. Break down the divisor and show your steps:
8. A school ordered 675 pencils. If they come in boxes of 25, how many boxes did they receive? Show your strategy:
Answer: _______ boxes
🎯 Part 3: Strategy Explanation
9. Choose ONE division strategy you learned this week. Explain when it's most helpful to use and why:
Strategy I chose: _________________________
10. Create your own division word problem using a 3-digit number divided by a 2-digit number. Then solve it using your preferred strategy:
My word problem:
My solution:
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