# Study sets matching "algebra properties multiplication"

Study sets

Classes

Users

Closure (addition)

Closure (multiplication)

Commutative Property of Addition

Commutative Property of Multiplication

If two numbers in the set of numbers are added, the answer is…

If two numbers in the set of numbers are multiplies, the answe…

a+b=b+a

ab=ba

Closure (addition)

If two numbers in the set of numbers are added, the answer is…

Closure (multiplication)

If two numbers in the set of numbers are multiplies, the answe…

communative

associative

identity

property of zero

the order in which you multiply two numbers does not change th…

the way you group three numbers in a product does not change t…

the product of a number and 1 is that number

the product of a number and 0 is 0

communative

the order in which you multiply two numbers does not change th…

associative

the way you group three numbers in a product does not change t…

Commutative Property

Associative property

Identity property

Property of zero

The order in which you multiply two numbers does not change th…

The way you group 3 numbers in a product does not change produ…

The product of a number and one is that number

The product of a number and zero is zero

Commutative Property

The order in which you multiply two numbers does not change th…

Associative property

The way you group 3 numbers in a product does not change produ…

Commutative Property of Addition

Associative Property of Addition

Identity Property of Addition

Additive Inverse Property

The order in which you add two numbers does not change the sum…

The way you group three numbers in a sum does not change the s…

The sum of a number and 0 is the number; ... a + 0 = a

The sum of a number and its opposite is 0; ... 8 + (-8) = 0

Commutative Property of Addition

The order in which you add two numbers does not change the sum…

Associative Property of Addition

The way you group three numbers in a sum does not change the s…

Multiplicative inverse

Commutative property

Associative Property

Identity Property

reciprocal; the product of a nonzero number and it's----------…

the order in which you multiply 2 or more numbers doesn't chan…

the way you group 3 numbers doesn't change the product;ORDER S…

the product of a number and 1 is that number: a*1=a

Multiplicative inverse

reciprocal; the product of a nonzero number and it's----------…

Commutative property

the order in which you multiply 2 or more numbers doesn't chan…

Closure

Commutative

Associative

Distributive

For all real numbers a and b: ab is a unique real number

For all real numbers a and b: a x b = b x a

(a x b) x c=a x (b x c)

a(b + c)=ab + ac

Closure

For all real numbers a and b: ab is a unique real number

Commutative

For all real numbers a and b: a x b = b x a

communtative property

associative property

0 is called the

1 is called the

the order of which you add or mulptiply does not change the an…

the way you group 3 numbers does not change

additive identity

multiplicative identity

communtative property

the order of which you add or mulptiply does not change the an…

associative property

the way you group 3 numbers does not change

closure property of addition

closure property of multiplication

communitive property of addition

communitive property of multiplication

a + b = a real number

ab= a real number

a + b = b + a

ab = ba

closure property of addition

a + b = a real number

closure property of multiplication

ab= a real number

Closure property of addition

Communitave property of addition

Associative property of addition

Additive identity

The sum of any two numbers is an integer: a+b=c

Changing the order of addenda does not effect the sum: ... A+B=B+A

Changing the grouping of the addends does not change the sum:…

The sum of any integer and zero equals the original integer:... a…

Closure property of addition

The sum of any two numbers is an integer: a+b=c

Communitave property of addition

Changing the order of addenda does not effect the sum: ... A+B=B+A

closure property of addition

closure property of multiplication

commutative property of addition

commutative property of multiplication

a + b is a real number

ab is a real number

a + b = b + a

ab = ba

closure property of addition

a + b is a real number

closure property of multiplication

ab is a real number

commutative property of addition

associative property of addition

identity property of addition

additive identity

a + b = b + a

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

a + 0 = a

0

commutative property of addition

a + b = b + a

associative property of addition

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

Closure Property

Commutative Property

Associative Property

Identity Property

For all integers a and b, ab is an integer.

For any integers a and b, ab = ba.

For any integers a, b, and c, (ab)c = a(bc).

For any integer a, a × 1 = 1 × a = a.

Closure Property

For all integers a and b, ab is an integer.

Commutative Property

For any integers a and b, ab = ba.

Communicative properties

Associative properties

Distributive property

Additive identity

Changing the order of the numbers in addition to multiplicatio…

Changing the grouping of the numbers in addition/multiplicatio…

Multiplication distributes over addition (ex. a(b+c)= ab+ac

Adding zero to a number does not change its value

Communicative properties

Changing the order of the numbers in addition to multiplicatio…

Associative properties

Changing the grouping of the numbers in addition/multiplicatio…

Answer: The Distributive Property

Answer: Inverse property of multiplicat…

Answer: Associative property of additio…

Answer: Identity property of multiplica…

Question: What property is shown?

Question: What property is shown?

Question: What property is shown?

Question: What property is shown?

Answer: The Distributive Property

Question: What property is shown?

Answer: Inverse property of multiplicat…

Question: What property is shown?

commutative property

associative property

distributive property

identity property

Order of values does matter! also multiplication

Grouping of values does matter! also multiplication

Multiplying a value to an expression inside ( ), [ ], { },

Stays the same! also adding

commutative property

Order of values does matter! also multiplication

associative property

Grouping of values does matter! also multiplication