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Two-Digit Division Strategies
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Two-Digit Division Strategies
Choose useful strategies, solve each division problem, and show your thinking. For the estimation question, select every useful estimate.
Choose a Strategy
Think about which methods can help you estimate or divide by a two-digit number.
1.Which statement about solving 552 ÷ 12 is correct?
- Only long division can be used.
- Only estimation can be used.
- Partial quotients, a model, or another suitable strategy can be used.
- The answer must be less than 10.
2.Select all useful estimates for 847 ÷ 21.
- 840 ÷ 21
- 800 ÷ 20
- 850 ÷ 10
- 900 ÷ 30
3.To begin using partial quotients for 735 ÷ 15, which subtraction is a helpful first step?
- 735 − (15 × 2)
- 735 − (15 × 20)
- 735 − (15 × 60)
- 735 − (15 × 100)
Solve and Show Your Thinking
Use estimation, mental math, a model, or partial quotients where they help.
4.Estimate 624 ÷ 16 by changing both numbers to friendly numbers. Then find the exact quotient.
5.Use partial quotients to solve 728 ÷ 14. Record the partial quotients and the quotient.
6.A supermarket has 936 cans to pack equally into 24 boxes. How many cans go in each box?
Explain and Check
Use multiplication and estimation to make sense of division answers.
7.Emily says 672 ÷ 16 = 42. Without repeating the division, explain how multiplication can check her answer and how an estimate can show it is reasonable.
8.Solve both 448 ÷ 16 and 696 ÷ 24. Use a different strategy for each problem, and check each quotient with multiplication.
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