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Place Value Regrouping Practice
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Place Value Regrouping Practice
A community market is sorting tokens into thousands, hundreds, tens and ones. Regroup each number without changing its value. Show your thinking where asked.
Exchange tokens
Remember: 1 thousand = 10 hundreds, 1 hundred = 10 tens, and 1 ten = 10 ones.
1.The market packs 2,320 raffle tokens. Regroup the number using hundreds, tens and ones only: 2,320 = hundreds + tens + ones.
2.A stall has 3,450 paper tickets. Write 3,450 as hundreds, tens and ones, then explain which place-value group you exchanged.
3.The bakery has 2,450 biscuits to pack. Complete the regrouping: 2,450 = hundreds + tens + ones.
4.A volunteer writes 1,200 as hundreds, tens and ones. Choose the correct regrouping.
- 12 hundreds + 0 tens + 0 ones
- 1 hundred + 20 tens + 0 ones
- 120 hundreds + 0 tens + 0 ones
- 12 hundreds + 2 tens + 0 ones
Solve the market puzzles
Use place value to combine or regroup the amounts. You can trade 10 of one unit for 1 of the next larger unit.
5.Cooper counts 14 hundreds and 15 ones in the ticket tin. What number is this altogether? Show how you worked it out.
6.There are 3,200 cups ready for a community picnic. Regroup 3,200 using hundreds, tens and ones only.
7.The fruit stall starts with 6 hundreds, 14 tens and 3 ones. Regroup into standard form and write the number.
8.Which regrouping has the same value as 2,080? Select one answer.
- 20 hundreds + 8 tens + 0 ones
- 2 hundreds + 80 tens + 0 ones
- 20 hundreds + 0 tens + 8 ones
- 208 hundreds + 0 tens + 0 ones
9.A box contains 9 hundreds, 12 tens and 6 ones. How many does it contain after regrouping into standard form?
10.True or false? 4,700 can be regrouped as 46 hundreds + 10 tens + 0 ones. Explain briefly.
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