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Review: 3 2s 2 3s 4 2s 2 4s 2+2+2 3+3 2+2+2+2 4+4 groups ( ) in each group 3 2s 2+2+2 2 3s 3+3 4 2s 2+2+2+2 2 4s 4+4.

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Presentation on theme: "Review: 3 2s 2 3s 4 2s 2 4s 2+2+2 3+3 2+2+2+2 4+4 groups ( ) in each group 3 2s 2+2+2 2 3s 3+3 4 2s 2+2+2+2 2 4s 4+4."— Presentation transcript:

1 Review: 3 2s 2 3s 4 2s 2 4s 2+2+2 3+3 2+2+2+2 4+4 groups
( ) in each group 3 2s 2+2+2 2 3s 3+3 4 2s 2 4s 4+4

2

3 Exploration How many groups of 3? 1 group of 3.

4 Exploration 3 children in each boat. How many groups of 3? 2 groups of 3 How many children are rowing? 3+3=6

5 Exploration Repeated addition Look at the addition sentences, What do you notice? How many groups of 3? 6 groups of 3 How many children are rowing? =18

6 How many children are rowing?
Exploration The number sentence for 10 groups of 3 is very long. What is a easier way of writing the number sentence? How many groups of 3? 10 groups of 3 How many children are rowing? =30

7 10 × 3 = 30 Exploration How many groups of 3? 10 groups of 3
When we add the same things lots of times, it is easier for us to multiply. How many groups of 3? 10 groups of 3 How many children are rowing? =30 10 × 3 = 30 10 times 3 equals 30. There are boats, children in each boat. There are children altogether. 10 3 30

8 Moving from addition to multiplication

9 Do you know? William Oughtred The sign “×” was first used by an English mathematician William Oughtred in Because the multiplication is a special kind of addition, Oughtred used the addition sign.

10 5 4s How many children are there in the cups altogether?
Look at the picture carefully. 5 4s Repeated addition number sentence:____________________________ Multiplication × = , children in one cup, altogether. =20 5 4 20 5 4 20

11 6 2s × = 2+2+2+2+2+2=12 6 2 12 6 2 12 How many children
are there in the cars altogether? 6 2s Repeated addition number sentence:_______________________________ Multiplication × = , children in one car, altogether. =12 6 2 12 6 2 12

12 1+1+1+1+1+1+1+1+1+1+1+1=12 12 × 1=12 2+2+2+2+2+2=12 6 × 2=12
multiplication number sentence: =12 12 × 1=12 =12 6 × 2=12 =12 4× 3=12 4+4+4=12 3× 4=12 6+6=12 2× 6=12 1 2 3 4 6

13 True or False (1) =3 ×2 F (2) =4 ×8 T (3) 6 5s= F

14 Summary Repeated addition number sentences can be transformed into
multiplication number sentences.

15 Challenge =____×____

16 Challenge 4 10 =____×____ 10

17 Challenge 5 5 5 8 5 =____×____


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