Find the rule
Multiplicative Representation
Write numbers in expanded form
Expanded form: Fill in the missing value
Complete the equations
100

Figure D has 2 circles

Figure E has 4 circles

Figure F has 6 circles

What is the rule?

Add 2

100

Create an equation to represent 56 is 8 times as much as 7.

______=_____x_____

56=8x7

100

123

100+20+3

100

4,923

(4x____)+(9x100)+(2x10)+(_____x1)

(4x1,000)+(9x100)+(2x10)+(3x1)

100

10 times as much as 8 hundreds is 8_____

10x800=_____

8 thousand

10x800=8,000

200

Figure A has 5 circles

Figure B has 10 circles

Figure C has 20 circles

What is the rule?


Multiply 2

200

Create an equation to represent 48 is 8 times as much as 6.

______=______x______

48=8x6

200

4,923

4,000+900+20+3

200

63,485

(___x10,000)+(3x____)+(4x100)+(8x10)+(5x___)

(6x10,000)+(3x1,000)+(4x100)+(8x10)+(5x1)

200

8 thousands is 10 times as much as 8_____

8,000=10x____

8 hundred

300

Figure J has 2 circles

Figure K has 8 circles

Figure L has 32 circles

What is the rule?

Multiply 4

300

Theodore ate 2 times as much candy as Ariana ate during lunch. Theodore at 12 candies. How many candies did Ariana eat?

_____=______x_______

12=2x6

300

63,485

60,000+3,000+400+80+5

300

10,604

(1x____)+(____x100)+(4x____)

(1x10,000)+(6x100)+(4x1)

300

10 times as much as 1 ten is _____

10x10=_______

1 hundred

10x10=100

400

Figure A has 3 circles

Figure B has 6 circles

Figure C has 9 circles

Figure D has 12 circles

What is the rule?

Add 3

400

Julius scores 3 times as many points as Andres during a basketball game. Julius scores 21 points. How many points does Andres score?

_______=________x_______

21=3x7

400

871,507

800,000+70,000+1,000+500+7

400

871,507


(____x100,000)+(7x10,000)+(___x____)+(5x___)+(7x___)

(8x100,000)+(7x10,000)+(1x1,000)+(5x100)+(7x1)

400

Hint: 10 cents has the same value as $1

1 _____is worth 10 times as much as 1 _____

1_____=10x1_____

$_____=10x_____cents

1 dollar is worth 10 times as much 1 dime

1 dollar=10x 1 ten/dime

$1=10x10 cents


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