· web view(4)74×25+74×5=_____×(_____+_____) (5 ) × +...

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Commutative Law 1. Fill in the blanks by using the commutative law of addition 256214= 256 X+Y= X △+= 十 367=367 2Fill in the blanks by using the commutative law of multiplication 34 × 71=×45×=55××▲=×■ ×=C×D 2Fill in the blanks by using the commutative law 52×=141 ×55+87+45=55++87 + =●+25×18×4=××△×× = × ×○ Associative Law 1Fill in the blanks by using the associative law of addition` ```````` -` 3316)+84=____+(16____16824)+76=____+(________25____)+72=____+(2872a____)+c=a+(b____2Fill in the blanks by using the associative law of multiplication 36×71×26=____ × _____ ×26 57×95×83=57×____ × ____ ●×▲× =___ × × __ =___ × ▲× ____ Applications of 3Fill in the blanks by using the associative law (1)253466=___+( _______ (2) 25×40×78=____ × ____ ×78 (3) 567244=_______ )+72 (4)75×8×2×125=____ × ____ ×____ × ____ Distributive Law .Fill in the blankets according to distributive law of multiplication 1)(1003×24= 100×_____3×______ 2)(8513____×=29×_____29×_____ 398×47+2×47==_____ +______×47 474×25+74×5=_____×(______+______5 ×□+○×△=_____×_____+______Distributive Law 2 1.Fill in the blanks by using the distributive law of multiplication . (1)9328×11=93× ×28 (2) 20×8010=20× 20× (3) ◆×—●×=× The properties of division 1) Fill in the missing operation 2)Fill in the right number in the box Simple Calculations

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Page 1: · Web view(4)74×25+74×5=_____×(_____+_____) (5 ) × + × =_____×(_____+_____) Distributive Law 2 1.Fill in the blanks by using the distributive law of multiplication

Commutative Law

1. Fill in the blanks by using the commutative law of addition

256+214= +256 X+Y= +X

△+☆= + 十 367=367 +

2、Fill in the blanks by using the commutative law of multiplication

34 × 71= ( )× ( ) 45× ( )=55× ( )

( )× =▲ ( )× ■ ( )× ( )=C×D

2、Fill in the blanks by using the commutative law

52× ( )=141 × ( )

55+87+45=55+ ( )+87

+☆ ( )=●+ ( )

25×18×4= ( )× ( )× ( )

×△ ( )× =★ ( )× ×○ ★

Associative Law

1、Fill in the blanks by using the associative law of addition` ```````` -`

(33+16)+84=____+(16+____)

(168+24)+76=____+(____+____)

(25+____)+72=____+(28+72 )

(a+____)+c=a+(b+____)

2、Fill in the blanks by using the associative law of multiplication

36×71×26= ( ____ × _____ )×26

57×95×83=57× ( ____ × ____ )

●× × =___ ×▲ ★ (▲× __ )= ( ___ × ▲)× ____

Applications of the Laws

3、Fill in the blanks by using the associative law

(1)25+34+66=___ +( ___+____ )

(2) 25×40×78= ( ____ × ____ )×78

(3) 56+72+44= ( ___+____ )+72

(4)75×8×2×125= ( ____ × ____ )× ( ____ × ____ )

Distributive Law

.Fill in the blankets according to distributive law of multiplication

(1)(100+3)×24= 100×_____+3×______

(2)(85+13)____×=29×_____+29×_____

(3)98×47+2×47==(_____ +______)×47

(4)74×25+74×5=_____×(______+______)

(5 ○) ×□+○× =_____×△ (_____+______)

Distributive Law 2

1.Fill in the blanks by using the distributive law of multiplication .

(1)(93+28)×11=93× + ×28

(2) 20×(80-10)=20× -20×

(3) ×◆ ★—●×★=( + )×

The properties of division

1) Fill in the missing operation

2) Fill in the right number in the box

Simple Calculations

Page 2: · Web view(4)74×25+74×5=_____×(_____+_____) (5 ) × + × =_____×(_____+_____) Distributive Law 2 1.Fill in the blanks by using the distributive law of multiplication

Fraction and divisionExercise 1

1 The wood stick is divided into 4 equal parts. One part is of the wood stick.

2 A packet of biscuits is divided into 2 people on average. Everyone will share package.

3 Divide 9 bananas into 3 equal parts. One part is ( ) bananas. One part is of these bananas. Exercise 2 Try to fill in the blanks

(1) ( )÷7= 47

(2) 1÷( )=1

3

(3 ) 79=( )÷9

(4 ) 5

8=( )÷( )

Equivalent fractions

1、Fill in the blanks

a)

915

=3×()5×() b)

29=8÷()36÷() c)

5×()2×()

=35( ) d)

15÷()20÷()

=( )4

2、Fill in the bracket with an integer. Explain the reason for your choice.

a) 14=

( )12 b)

420

= 8( ) c)

30( )

=65 d)

3624

=( )8

3)

Reciprocal fractions

Page 3: · Web view(4)74×25+74×5=_____×(_____+_____) (5 ) × + × =_____×(_____+_____) Distributive Law 2 1.Fill in the blanks by using the distributive law of multiplication