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Two-Digit Division Strategies
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Two-Digit Division Strategies
📊 Part 1: Strategy Selection
1. Which strategy would work best to solve 480 ÷ 12?
Mental math (use compatible numbers)
Base-ten blocks
Partial quotients
All strategies would work well
2. To estimate 847 ÷ 19, what compatible numbers should you use?
800 ÷ 20
850 ÷ 20
900 ÷ 20
840 ÷ 20
3. Check all the strategies you can use to solve 936 ÷ 24:
Break 24 into 20 + 4
Use partial quotients
Estimate first, then solve
Use place value models
🔢 Part 2: Solve Using Different Strategies
4. Solve 672 ÷ 16 using partial quotients. Show your work:
5. Estimate 593 ÷ 18, then explain your reasoning:
My estimate: __________
6. Use the distributive property to solve 825 ÷ 15. Break down the divisor:
825 ÷ 15 = 825 ÷ (_____ + _____)
7. Solve 468 ÷ 12 and check your answer using multiplication:
💭 Part 3: Explain Your Thinking
8. A school ordered 756 pencils. They want to put them in boxes of 18 pencils each. How many boxes will they need? Explain which strategy you used and why:
9. Compare two different ways to solve 644 ÷ 14. Which method do you prefer and why?
Method 1:
Method 2:
I prefer Method _____ because:
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