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# Sixth Grade (Grade 6) Number Properties Questions

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Grade 6 Number Properties
Grade 6 Number Properties
Grade 6 Number Properties
Grade 6 Number Properties
Which states that changing the grouping of the factors in a multiplication statement does not change the product? Ex: $(axxb)xx c = a xx(bxxc)$
1. Commutative Property of Addition
2. Associative Property of Multiplication
3. Order of Operations
4. Equivalent Expressions
Grade 6 Number Properties
Grade 6 Number Properties
Which expression results from using the Distributive Property?
$6(x + 4)$
1. $6x + 10$
2. $6x + 4$
3. $24x$
4. $6x + 24$
Grade 6 Number Properties
Grade 6 Number Properties
Grade 6 Number Properties
Grade 6 Number Properties
Grade 6 Number Properties
Which property is illustrated by the statement $3 + 0 = 3$?
1. Associative
2. Commutative
3. Distributive
4. Identity
Grade 6 Number Properties
Choose the property described below:

$8+7=7+8$
1. Reflexive Property
2. Commutative Property
3. Transitive Property
Grade 6 Number Properties
Which property is shown in the equation below?

3+5+8=8+5+3
1. Associative Property of Addition
2. Commutative Property of Addition
3. Identity Property of Addition
4. Distributive Property
Grade 6 Number Properties CCSS: 6.EE.A.3
Using the distributive property, what is $7(x + 9)$ equal to?
1. $(7x) + (7xx9)$
2. $63x$
3. $(7x) + (9x)$
Grade 6 Number Properties
Which property is shown in the equation below?

(12+3)+4=12+(3+4)
1. Associative Property of Addition
2. Commutative Property of Addition
3. Identity Property of Addition
4. Distributive Property
Grade 6 Number Properties CCSS: 6.EE.A.3
Which equation represents the model?

$=$
1. $(x + 1) = 2x$
2. $2(x + 1) = 2x + 2$
3. $(x + 1)(x + 1) = 2 (x + 1)$
4. $2(x + 1)(x + 1) = 4x + 2$
Grade 6 Number Properties
Which property is illustrated by the statement 13 × 12 = 12 × 13?
1. Associative
2. Identity
3. Distributive
4. Commutative
Grade 6 Number Properties CCSS: 6.EE.A.3
$b * 4$ is equal to which of the following expressions?
1. $b + 4$
2. $(b + b + 4)$
3. $4 * b$
4. $b - 4$
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