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Mastering All Operations

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Mastering All Operations

Solve each problem. Show your working where you can.

Operation words and symbols

1.Match each te reo Māori operation word to its meaning.
  • Tāpiri
  • Tango
  • Whakarea
  • Whakawehe
  • Division
  • Multiplication
  • Addition
  • Subtraction
2.Write the symbol used for each operation: tāpiri; tango; whakarea; whakawehe.

Tāpiri and tango

3.Calculate 8 + 7.
4.Calculate 16 + 9.
5.Find the missing number: 7 + □ = 18.
6.Choose the value of 17 + 8.
  • 23
  • 24
  • 25
  • 26
7.Calculate 18 − 9.
8.Calculate 31 − 14.
9.Find the missing number: 23 − □ = 8.
10.Decide whether each statement is true or false: 20 − 7 = 13; 32 − 15 = 18; 24 − 9 = 15.
TrueFalse

Whakarea and whakawehe

11.Calculate 6 × 4.
12.Calculate 8 × 3.
13.Find the missing number: 7 × □ = 35.
14.Draw an array with 4 rows and 3 counters in each row. How many counters are there altogether?
15.Calculate 24 ÷ 6.
16.Calculate 28 ÷ 4.
17.Find the missing number: 30 ÷ □ = 5.
18.A group of 20 feijoas is shared equally between 5 baskets. How many feijoas go in each basket?
  • 3
  • 4
  • 5
  • 6

Mixed operations

19.Work out 9 + 6 − 4.
20.Work out 4 × 5 + 3. Multiply before adding.
21.Work out 18 ÷ 3 + 6. Divide before adding.
22.Work out 22 − 3 × 4. Multiply before subtracting.
23.Mere has 14 shell stickers. She gives 5 away, then gets 3 sheets with 4 stickers on each sheet. How many stickers does she have now?

Thinking about operations

24.Which two operations give the same result when you swap the numbers? For example, 3 + 8 and 8 + 3.
25.A stall starts with 7 boxes of 5 small prizes. During the afternoon, 12 prizes are handed out. How many prizes remain?

5 printable pages

  • Mastering All Operations, page 1 of 5: Operation words and symbols, Tāpiri and tango

    Page 1

  • Mastering All Operations, page 2 of 5: Whakarea and whakawehe

    Page 2

  • Mastering All Operations, page 3 of 5: 13. Find the missing number: 7 × □ = 35.

    Page 3

  • Mastering All Operations, page 4 of 5: Mixed operations

    Page 4

  • Mastering All Operations, page 5 of 5: Thinking about operations

    Page 5

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