Starter quiz

  • Look at this expression. 8 + 5 Which expression correctly shows that the second addend has been partitioned to bridge 10?
    • 8 + 4 + 1
    • 8 + 5 + 0
    • 8 + 2 + 3  ✓
  • How should 7 be partitioned in each expression to bridge through 10?
    • 5 + 7
      5 + 2 ✓
    • 6 + 7
      4 + 3 ✓
    • 7 + 7
      3 + 4 ✓
    • 8 + 7
      2 + 5 ✓
  • 8 + 6 = 14 6 is partitioned to bridge through 10 What is the missing addend? 8 + ______ + 4 = 14
    • '2' ✓
  • Each equation is equal to 10 Match each equation to its missing part.
    • 15 − ___ = 10
      5 ✓
    • 14 − ___ = 10
      4 ✓
    • 13 − ___ = 10
      3 ✓
    • 12 − ___ = 10
      2 ✓
  • Laura used a number line for this equation. 13 − 5 = 8
How has Laura shown bridging through 10?
    Laura used a number line for this equation. 13 − 5 = 8 How has Laura shown bridging through 10?
    • 13 − 10 − 8 = 8
    • 13 − 5 = 8
    • 13 − 3 − 2 = 8  ✓
  • How should 6 be partitioned to bridge through 10?
    How should 6 be partitioned to bridge through 10?
    • Partition 6 into 5 and 1
    • Partition 6 into 4 and 2  ✓
    • Partition 6 into 3 and 3
    • Partition 6 into 2 and 4
+