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DIRECTIONS�Review the multiplication strategies we’ve learned so far to solve the problems. If you need a reminder, click the links to re-watch the video.

Reviewing Math Lessons 1 to 8

Strategy 1: Draw an Array

STEP 1:

STEP 2:

STEP 3:

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Draw an array for the following equations. See the previous slide for a tutorial.

Strategy 1: Draw an Array

8 x 6

4 x 7

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Strategy 2: Use Place Value with 10s, 100s, 1000s

4 x 10

7 x 100

2 x 1000

50 x 10

50 x 100

60 x 100

80 x 100

80 x 1000

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Strategy 3: Doubling

2 x 2 = 6,

so 4 x 3 =

8 x 3 =

� 16 x 3 =

3 x 5 = 15,

so 6 x 5 =

12 x 5 =

� 24 x 5 =

6 x 4 = 24,

so 12 x 4 =

24 x 4 =

42 x 4 =

8 x 3 = 24,

so 16 x 3 =

32 x 4 =

� 64 x 4 =

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Strategy 4: Splitting and Standard Algorithm

23 can be split into

+

+

=

52

x 6�________

52 can be split into

+

+

=

65

x 3�________

�64 can be split into

+

+

=

42

x 5�________

42 can be split into

+

+

=

23

x 4�________

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20 x 4

3 x 4

80

12

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Strategy 5: Standard Algorithm Shortcut (No Splitting)

Ones

Tens

+

=

73

x 2�________�

Ones

Tens

+

=

53

x 3�______

Ones

Tens

+

=

42

x 4�________

Ones

Tens

+

=

24

x 3�________

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4 x 3= 12

3 x 2 =�6

12

60

82

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