x3
Multiplication Patterns
x6
x7
x8
100
2 x 3
What is 6
100

Choose another way to group the factors. Then find the product.          (3 x 2) x 5=


a) 3 x  (2 x 5) = 35

b) 3 x  (2 x 5) = 30

c) 5  x  (2 x 3)= 42

b) 3 x  (2 x 5) = 30

100
6 x 3
What is 18
100
3 x 7
What is 21
100
8 x 9
What is 72
200
3 x 3
What is 9
200

Choose another way to group the factors. Then find the product.          (5 x 4) x 2=

a) (2 x 4) x 5= 45

b) 2 x (4 x 5)= 77

c) (4 x 2) x 5 = 40

c) (4 x 2) x 5 = 40

200
6 x 8
What is 48
200
7 x 8
What is 56
200
8 x 7
What is 56
300
3 x 4
What is 12
300

Choose another way to group the factors. Then find the product.          (3 x 5) x 3=

a) (3 x 3) x 5= 45

b) 5 x (3 x 3)= 40

c) (3 x 3) x 5= 48

a) (3 x 3) x 5= 45

300
6 x 4
What is 24
300
7 x 7
What is 49
300
8 x 8
What is 64
400

6 x 3

What is 18

400

Choose another way to group the factors. Then find the product.          8 x  (2 x 3) =

a)  3 x  (2 x 8) = 46

b)  2 x ( 3 x 8) = 48

c) b)  2 x ( 3 x 8) = 45

b)  2 x ( 3 x 8) = 48

400
6 x 6
What is 36
400
7 x 6
What is 42
400
8 x 4
What is 32
500
8 x 3
What is 24
500

Choose another way to group the factors. Then find the product.          10 x ( 2 x 4)=

a)  ( 4 x 10) x 2 =75

b)   4 x ( 2 x 10)= 80

c)  ( 4 x 10) x 2 =65

b)   4 x ( 2 x 10)= 80

500
6 x 9
What is 54
500
7 x 10
What is 70
500
8 x 10
What is 80
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