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Properties of MathSWBAT identify the properties of
operations
Warm Up
bullMs Dalton has 120 students On a recent assignment 75 of students got a passing grade How many students got a failing gradebull In a recent study 4 out of 5 people preferred Coke to Pepsi What percent of people preferred Coke
Commutative Property of Addition
13 + 8 = 8 + 13Changing the order of the numbers does not change the sum
Algebraically a + b = b + a
Commutative Property of Multiplication
12 5 = 5 12Changing the order of the numbers does not change the productAlgebraically a b = b a
Identity Property of Multiplication
9 1 = 9Multiplying a number by 1 leaves it unchangedAlgebraically a 1 = a
Identity Property of Addition
4 + 0 = 4Adding a number by 0 leaves it unchanged
Algebraically a + 0 = a
Associative Property of Multiplication
2(5 3) = (2 5)3When multiplying more than 2 numbers the way we group them does not change the product
Algebraically a(bc) = (ab)c
Associative Property of Addition
(4 + 2) + 8 = 4 + (2+8)When adding more than 2 numbers the way we group them does not change the sum
Algebraically (a + b) + c = a + (b + c)
Zero Property of Multiplication
15 0 = 0Multiplying a number by 0 is always 0
Algebraically a 0 = 0
High School Vs College B-ball
A standard size high school basketball court is 84 ft long and 50 ft wide in the shape of a rectangle
To find the area of the court you can
use the formula of A = l w
A= 84 ft 50 ft
A= 4200 ft2
84 ft
50 ft
High School vs College B-ball
Did you know that a college basketball court is usually 10 ft longer than a high school basketball court
84 ft 10 ft
50 ft
Can you think of a method to find the area of the college basketball court
High School vs College B-ball
We could do 84 50 + 10 50 4200 + 500
4700 ft2
Or we could do 50(84 + 10)50(94)4700 ft2
Why parenthesis
The Distributive Property
The Distributive Property is a property in mathematics which helps to multiply a single term and two or more terms inside parenthesis
Ex 2(3 + 5) = 2 3 + 2 5
8(3 + x) =
a(3 + 5) =
The Distributive Property
The distributive property states that the product of a number and a sum is equal to the sum of the individual products of addends and the number
Ex 2(x + 5) = 2 x + 2 5
Practice
Use the distributive property to re-write each expressiona) 10( a + 7) = b) x( 3 + 10) = c) 2(x + 10) =d) 7(x + 3) =e) a(10 + 9) = f) 3x(x + 10) =
Making it Stick
Associative property of AdditionAssociate with a GROUP of friends
Making it Stick
Identity Property of AdditionYourself
Making it Stick
Commutative Property of MultiplicationSwap or Exchange
Practice Makes Perfect
Complete the following worksheets independently
Exit Ticket
1Evaluate the expression below and list the properties that you used
12 + (8 + 46) + 802 Which property of multiplication is shown 3 1 = 3
a Commutativeb Associativec Identity
Warm Up
bullMs Dalton has 120 students On a recent assignment 75 of students got a passing grade How many students got a failing gradebull In a recent study 4 out of 5 people preferred Coke to Pepsi What percent of people preferred Coke
Commutative Property of Addition
13 + 8 = 8 + 13Changing the order of the numbers does not change the sum
Algebraically a + b = b + a
Commutative Property of Multiplication
12 5 = 5 12Changing the order of the numbers does not change the productAlgebraically a b = b a
Identity Property of Multiplication
9 1 = 9Multiplying a number by 1 leaves it unchangedAlgebraically a 1 = a
Identity Property of Addition
4 + 0 = 4Adding a number by 0 leaves it unchanged
Algebraically a + 0 = a
Associative Property of Multiplication
2(5 3) = (2 5)3When multiplying more than 2 numbers the way we group them does not change the product
Algebraically a(bc) = (ab)c
Associative Property of Addition
(4 + 2) + 8 = 4 + (2+8)When adding more than 2 numbers the way we group them does not change the sum
Algebraically (a + b) + c = a + (b + c)
Zero Property of Multiplication
15 0 = 0Multiplying a number by 0 is always 0
Algebraically a 0 = 0
High School Vs College B-ball
A standard size high school basketball court is 84 ft long and 50 ft wide in the shape of a rectangle
To find the area of the court you can
use the formula of A = l w
A= 84 ft 50 ft
A= 4200 ft2
84 ft
50 ft
High School vs College B-ball
Did you know that a college basketball court is usually 10 ft longer than a high school basketball court
84 ft 10 ft
50 ft
Can you think of a method to find the area of the college basketball court
High School vs College B-ball
We could do 84 50 + 10 50 4200 + 500
4700 ft2
Or we could do 50(84 + 10)50(94)4700 ft2
Why parenthesis
The Distributive Property
The Distributive Property is a property in mathematics which helps to multiply a single term and two or more terms inside parenthesis
Ex 2(3 + 5) = 2 3 + 2 5
8(3 + x) =
a(3 + 5) =
The Distributive Property
The distributive property states that the product of a number and a sum is equal to the sum of the individual products of addends and the number
Ex 2(x + 5) = 2 x + 2 5
Practice
Use the distributive property to re-write each expressiona) 10( a + 7) = b) x( 3 + 10) = c) 2(x + 10) =d) 7(x + 3) =e) a(10 + 9) = f) 3x(x + 10) =
Making it Stick
Associative property of AdditionAssociate with a GROUP of friends
Making it Stick
Identity Property of AdditionYourself
Making it Stick
Commutative Property of MultiplicationSwap or Exchange
Practice Makes Perfect
Complete the following worksheets independently
Exit Ticket
1Evaluate the expression below and list the properties that you used
12 + (8 + 46) + 802 Which property of multiplication is shown 3 1 = 3
a Commutativeb Associativec Identity
Commutative Property of Addition
13 + 8 = 8 + 13Changing the order of the numbers does not change the sum
Algebraically a + b = b + a
Commutative Property of Multiplication
12 5 = 5 12Changing the order of the numbers does not change the productAlgebraically a b = b a
Identity Property of Multiplication
9 1 = 9Multiplying a number by 1 leaves it unchangedAlgebraically a 1 = a
Identity Property of Addition
4 + 0 = 4Adding a number by 0 leaves it unchanged
Algebraically a + 0 = a
Associative Property of Multiplication
2(5 3) = (2 5)3When multiplying more than 2 numbers the way we group them does not change the product
Algebraically a(bc) = (ab)c
Associative Property of Addition
(4 + 2) + 8 = 4 + (2+8)When adding more than 2 numbers the way we group them does not change the sum
Algebraically (a + b) + c = a + (b + c)
Zero Property of Multiplication
15 0 = 0Multiplying a number by 0 is always 0
Algebraically a 0 = 0
High School Vs College B-ball
A standard size high school basketball court is 84 ft long and 50 ft wide in the shape of a rectangle
To find the area of the court you can
use the formula of A = l w
A= 84 ft 50 ft
A= 4200 ft2
84 ft
50 ft
High School vs College B-ball
Did you know that a college basketball court is usually 10 ft longer than a high school basketball court
84 ft 10 ft
50 ft
Can you think of a method to find the area of the college basketball court
High School vs College B-ball
We could do 84 50 + 10 50 4200 + 500
4700 ft2
Or we could do 50(84 + 10)50(94)4700 ft2
Why parenthesis
The Distributive Property
The Distributive Property is a property in mathematics which helps to multiply a single term and two or more terms inside parenthesis
Ex 2(3 + 5) = 2 3 + 2 5
8(3 + x) =
a(3 + 5) =
The Distributive Property
The distributive property states that the product of a number and a sum is equal to the sum of the individual products of addends and the number
Ex 2(x + 5) = 2 x + 2 5
Practice
Use the distributive property to re-write each expressiona) 10( a + 7) = b) x( 3 + 10) = c) 2(x + 10) =d) 7(x + 3) =e) a(10 + 9) = f) 3x(x + 10) =
Making it Stick
Associative property of AdditionAssociate with a GROUP of friends
Making it Stick
Identity Property of AdditionYourself
Making it Stick
Commutative Property of MultiplicationSwap or Exchange
Practice Makes Perfect
Complete the following worksheets independently
Exit Ticket
1Evaluate the expression below and list the properties that you used
12 + (8 + 46) + 802 Which property of multiplication is shown 3 1 = 3
a Commutativeb Associativec Identity
Commutative Property of Multiplication
12 5 = 5 12Changing the order of the numbers does not change the productAlgebraically a b = b a
Identity Property of Multiplication
9 1 = 9Multiplying a number by 1 leaves it unchangedAlgebraically a 1 = a
Identity Property of Addition
4 + 0 = 4Adding a number by 0 leaves it unchanged
Algebraically a + 0 = a
Associative Property of Multiplication
2(5 3) = (2 5)3When multiplying more than 2 numbers the way we group them does not change the product
Algebraically a(bc) = (ab)c
Associative Property of Addition
(4 + 2) + 8 = 4 + (2+8)When adding more than 2 numbers the way we group them does not change the sum
Algebraically (a + b) + c = a + (b + c)
Zero Property of Multiplication
15 0 = 0Multiplying a number by 0 is always 0
Algebraically a 0 = 0
High School Vs College B-ball
A standard size high school basketball court is 84 ft long and 50 ft wide in the shape of a rectangle
To find the area of the court you can
use the formula of A = l w
A= 84 ft 50 ft
A= 4200 ft2
84 ft
50 ft
High School vs College B-ball
Did you know that a college basketball court is usually 10 ft longer than a high school basketball court
84 ft 10 ft
50 ft
Can you think of a method to find the area of the college basketball court
High School vs College B-ball
We could do 84 50 + 10 50 4200 + 500
4700 ft2
Or we could do 50(84 + 10)50(94)4700 ft2
Why parenthesis
The Distributive Property
The Distributive Property is a property in mathematics which helps to multiply a single term and two or more terms inside parenthesis
Ex 2(3 + 5) = 2 3 + 2 5
8(3 + x) =
a(3 + 5) =
The Distributive Property
The distributive property states that the product of a number and a sum is equal to the sum of the individual products of addends and the number
Ex 2(x + 5) = 2 x + 2 5
Practice
Use the distributive property to re-write each expressiona) 10( a + 7) = b) x( 3 + 10) = c) 2(x + 10) =d) 7(x + 3) =e) a(10 + 9) = f) 3x(x + 10) =
Making it Stick
Associative property of AdditionAssociate with a GROUP of friends
Making it Stick
Identity Property of AdditionYourself
Making it Stick
Commutative Property of MultiplicationSwap or Exchange
Practice Makes Perfect
Complete the following worksheets independently
Exit Ticket
1Evaluate the expression below and list the properties that you used
12 + (8 + 46) + 802 Which property of multiplication is shown 3 1 = 3
a Commutativeb Associativec Identity
Identity Property of Multiplication
9 1 = 9Multiplying a number by 1 leaves it unchangedAlgebraically a 1 = a
Identity Property of Addition
4 + 0 = 4Adding a number by 0 leaves it unchanged
Algebraically a + 0 = a
Associative Property of Multiplication
2(5 3) = (2 5)3When multiplying more than 2 numbers the way we group them does not change the product
Algebraically a(bc) = (ab)c
Associative Property of Addition
(4 + 2) + 8 = 4 + (2+8)When adding more than 2 numbers the way we group them does not change the sum
Algebraically (a + b) + c = a + (b + c)
Zero Property of Multiplication
15 0 = 0Multiplying a number by 0 is always 0
Algebraically a 0 = 0
High School Vs College B-ball
A standard size high school basketball court is 84 ft long and 50 ft wide in the shape of a rectangle
To find the area of the court you can
use the formula of A = l w
A= 84 ft 50 ft
A= 4200 ft2
84 ft
50 ft
High School vs College B-ball
Did you know that a college basketball court is usually 10 ft longer than a high school basketball court
84 ft 10 ft
50 ft
Can you think of a method to find the area of the college basketball court
High School vs College B-ball
We could do 84 50 + 10 50 4200 + 500
4700 ft2
Or we could do 50(84 + 10)50(94)4700 ft2
Why parenthesis
The Distributive Property
The Distributive Property is a property in mathematics which helps to multiply a single term and two or more terms inside parenthesis
Ex 2(3 + 5) = 2 3 + 2 5
8(3 + x) =
a(3 + 5) =
The Distributive Property
The distributive property states that the product of a number and a sum is equal to the sum of the individual products of addends and the number
Ex 2(x + 5) = 2 x + 2 5
Practice
Use the distributive property to re-write each expressiona) 10( a + 7) = b) x( 3 + 10) = c) 2(x + 10) =d) 7(x + 3) =e) a(10 + 9) = f) 3x(x + 10) =
Making it Stick
Associative property of AdditionAssociate with a GROUP of friends
Making it Stick
Identity Property of AdditionYourself
Making it Stick
Commutative Property of MultiplicationSwap or Exchange
Practice Makes Perfect
Complete the following worksheets independently
Exit Ticket
1Evaluate the expression below and list the properties that you used
12 + (8 + 46) + 802 Which property of multiplication is shown 3 1 = 3
a Commutativeb Associativec Identity
Identity Property of Addition
4 + 0 = 4Adding a number by 0 leaves it unchanged
Algebraically a + 0 = a
Associative Property of Multiplication
2(5 3) = (2 5)3When multiplying more than 2 numbers the way we group them does not change the product
Algebraically a(bc) = (ab)c
Associative Property of Addition
(4 + 2) + 8 = 4 + (2+8)When adding more than 2 numbers the way we group them does not change the sum
Algebraically (a + b) + c = a + (b + c)
Zero Property of Multiplication
15 0 = 0Multiplying a number by 0 is always 0
Algebraically a 0 = 0
High School Vs College B-ball
A standard size high school basketball court is 84 ft long and 50 ft wide in the shape of a rectangle
To find the area of the court you can
use the formula of A = l w
A= 84 ft 50 ft
A= 4200 ft2
84 ft
50 ft
High School vs College B-ball
Did you know that a college basketball court is usually 10 ft longer than a high school basketball court
84 ft 10 ft
50 ft
Can you think of a method to find the area of the college basketball court
High School vs College B-ball
We could do 84 50 + 10 50 4200 + 500
4700 ft2
Or we could do 50(84 + 10)50(94)4700 ft2
Why parenthesis
The Distributive Property
The Distributive Property is a property in mathematics which helps to multiply a single term and two or more terms inside parenthesis
Ex 2(3 + 5) = 2 3 + 2 5
8(3 + x) =
a(3 + 5) =
The Distributive Property
The distributive property states that the product of a number and a sum is equal to the sum of the individual products of addends and the number
Ex 2(x + 5) = 2 x + 2 5
Practice
Use the distributive property to re-write each expressiona) 10( a + 7) = b) x( 3 + 10) = c) 2(x + 10) =d) 7(x + 3) =e) a(10 + 9) = f) 3x(x + 10) =
Making it Stick
Associative property of AdditionAssociate with a GROUP of friends
Making it Stick
Identity Property of AdditionYourself
Making it Stick
Commutative Property of MultiplicationSwap or Exchange
Practice Makes Perfect
Complete the following worksheets independently
Exit Ticket
1Evaluate the expression below and list the properties that you used
12 + (8 + 46) + 802 Which property of multiplication is shown 3 1 = 3
a Commutativeb Associativec Identity
Associative Property of Multiplication
2(5 3) = (2 5)3When multiplying more than 2 numbers the way we group them does not change the product
Algebraically a(bc) = (ab)c
Associative Property of Addition
(4 + 2) + 8 = 4 + (2+8)When adding more than 2 numbers the way we group them does not change the sum
Algebraically (a + b) + c = a + (b + c)
Zero Property of Multiplication
15 0 = 0Multiplying a number by 0 is always 0
Algebraically a 0 = 0
High School Vs College B-ball
A standard size high school basketball court is 84 ft long and 50 ft wide in the shape of a rectangle
To find the area of the court you can
use the formula of A = l w
A= 84 ft 50 ft
A= 4200 ft2
84 ft
50 ft
High School vs College B-ball
Did you know that a college basketball court is usually 10 ft longer than a high school basketball court
84 ft 10 ft
50 ft
Can you think of a method to find the area of the college basketball court
High School vs College B-ball
We could do 84 50 + 10 50 4200 + 500
4700 ft2
Or we could do 50(84 + 10)50(94)4700 ft2
Why parenthesis
The Distributive Property
The Distributive Property is a property in mathematics which helps to multiply a single term and two or more terms inside parenthesis
Ex 2(3 + 5) = 2 3 + 2 5
8(3 + x) =
a(3 + 5) =
The Distributive Property
The distributive property states that the product of a number and a sum is equal to the sum of the individual products of addends and the number
Ex 2(x + 5) = 2 x + 2 5
Practice
Use the distributive property to re-write each expressiona) 10( a + 7) = b) x( 3 + 10) = c) 2(x + 10) =d) 7(x + 3) =e) a(10 + 9) = f) 3x(x + 10) =
Making it Stick
Associative property of AdditionAssociate with a GROUP of friends
Making it Stick
Identity Property of AdditionYourself
Making it Stick
Commutative Property of MultiplicationSwap or Exchange
Practice Makes Perfect
Complete the following worksheets independently
Exit Ticket
1Evaluate the expression below and list the properties that you used
12 + (8 + 46) + 802 Which property of multiplication is shown 3 1 = 3
a Commutativeb Associativec Identity
Associative Property of Addition
(4 + 2) + 8 = 4 + (2+8)When adding more than 2 numbers the way we group them does not change the sum
Algebraically (a + b) + c = a + (b + c)
Zero Property of Multiplication
15 0 = 0Multiplying a number by 0 is always 0
Algebraically a 0 = 0
High School Vs College B-ball
A standard size high school basketball court is 84 ft long and 50 ft wide in the shape of a rectangle
To find the area of the court you can
use the formula of A = l w
A= 84 ft 50 ft
A= 4200 ft2
84 ft
50 ft
High School vs College B-ball
Did you know that a college basketball court is usually 10 ft longer than a high school basketball court
84 ft 10 ft
50 ft
Can you think of a method to find the area of the college basketball court
High School vs College B-ball
We could do 84 50 + 10 50 4200 + 500
4700 ft2
Or we could do 50(84 + 10)50(94)4700 ft2
Why parenthesis
The Distributive Property
The Distributive Property is a property in mathematics which helps to multiply a single term and two or more terms inside parenthesis
Ex 2(3 + 5) = 2 3 + 2 5
8(3 + x) =
a(3 + 5) =
The Distributive Property
The distributive property states that the product of a number and a sum is equal to the sum of the individual products of addends and the number
Ex 2(x + 5) = 2 x + 2 5
Practice
Use the distributive property to re-write each expressiona) 10( a + 7) = b) x( 3 + 10) = c) 2(x + 10) =d) 7(x + 3) =e) a(10 + 9) = f) 3x(x + 10) =
Making it Stick
Associative property of AdditionAssociate with a GROUP of friends
Making it Stick
Identity Property of AdditionYourself
Making it Stick
Commutative Property of MultiplicationSwap or Exchange
Practice Makes Perfect
Complete the following worksheets independently
Exit Ticket
1Evaluate the expression below and list the properties that you used
12 + (8 + 46) + 802 Which property of multiplication is shown 3 1 = 3
a Commutativeb Associativec Identity
Zero Property of Multiplication
15 0 = 0Multiplying a number by 0 is always 0
Algebraically a 0 = 0
High School Vs College B-ball
A standard size high school basketball court is 84 ft long and 50 ft wide in the shape of a rectangle
To find the area of the court you can
use the formula of A = l w
A= 84 ft 50 ft
A= 4200 ft2
84 ft
50 ft
High School vs College B-ball
Did you know that a college basketball court is usually 10 ft longer than a high school basketball court
84 ft 10 ft
50 ft
Can you think of a method to find the area of the college basketball court
High School vs College B-ball
We could do 84 50 + 10 50 4200 + 500
4700 ft2
Or we could do 50(84 + 10)50(94)4700 ft2
Why parenthesis
The Distributive Property
The Distributive Property is a property in mathematics which helps to multiply a single term and two or more terms inside parenthesis
Ex 2(3 + 5) = 2 3 + 2 5
8(3 + x) =
a(3 + 5) =
The Distributive Property
The distributive property states that the product of a number and a sum is equal to the sum of the individual products of addends and the number
Ex 2(x + 5) = 2 x + 2 5
Practice
Use the distributive property to re-write each expressiona) 10( a + 7) = b) x( 3 + 10) = c) 2(x + 10) =d) 7(x + 3) =e) a(10 + 9) = f) 3x(x + 10) =
Making it Stick
Associative property of AdditionAssociate with a GROUP of friends
Making it Stick
Identity Property of AdditionYourself
Making it Stick
Commutative Property of MultiplicationSwap or Exchange
Practice Makes Perfect
Complete the following worksheets independently
Exit Ticket
1Evaluate the expression below and list the properties that you used
12 + (8 + 46) + 802 Which property of multiplication is shown 3 1 = 3
a Commutativeb Associativec Identity
High School Vs College B-ball
A standard size high school basketball court is 84 ft long and 50 ft wide in the shape of a rectangle
To find the area of the court you can
use the formula of A = l w
A= 84 ft 50 ft
A= 4200 ft2
84 ft
50 ft
High School vs College B-ball
Did you know that a college basketball court is usually 10 ft longer than a high school basketball court
84 ft 10 ft
50 ft
Can you think of a method to find the area of the college basketball court
High School vs College B-ball
We could do 84 50 + 10 50 4200 + 500
4700 ft2
Or we could do 50(84 + 10)50(94)4700 ft2
Why parenthesis
The Distributive Property
The Distributive Property is a property in mathematics which helps to multiply a single term and two or more terms inside parenthesis
Ex 2(3 + 5) = 2 3 + 2 5
8(3 + x) =
a(3 + 5) =
The Distributive Property
The distributive property states that the product of a number and a sum is equal to the sum of the individual products of addends and the number
Ex 2(x + 5) = 2 x + 2 5
Practice
Use the distributive property to re-write each expressiona) 10( a + 7) = b) x( 3 + 10) = c) 2(x + 10) =d) 7(x + 3) =e) a(10 + 9) = f) 3x(x + 10) =
Making it Stick
Associative property of AdditionAssociate with a GROUP of friends
Making it Stick
Identity Property of AdditionYourself
Making it Stick
Commutative Property of MultiplicationSwap or Exchange
Practice Makes Perfect
Complete the following worksheets independently
Exit Ticket
1Evaluate the expression below and list the properties that you used
12 + (8 + 46) + 802 Which property of multiplication is shown 3 1 = 3
a Commutativeb Associativec Identity
High School vs College B-ball
Did you know that a college basketball court is usually 10 ft longer than a high school basketball court
84 ft 10 ft
50 ft
Can you think of a method to find the area of the college basketball court
High School vs College B-ball
We could do 84 50 + 10 50 4200 + 500
4700 ft2
Or we could do 50(84 + 10)50(94)4700 ft2
Why parenthesis
The Distributive Property
The Distributive Property is a property in mathematics which helps to multiply a single term and two or more terms inside parenthesis
Ex 2(3 + 5) = 2 3 + 2 5
8(3 + x) =
a(3 + 5) =
The Distributive Property
The distributive property states that the product of a number and a sum is equal to the sum of the individual products of addends and the number
Ex 2(x + 5) = 2 x + 2 5
Practice
Use the distributive property to re-write each expressiona) 10( a + 7) = b) x( 3 + 10) = c) 2(x + 10) =d) 7(x + 3) =e) a(10 + 9) = f) 3x(x + 10) =
Making it Stick
Associative property of AdditionAssociate with a GROUP of friends
Making it Stick
Identity Property of AdditionYourself
Making it Stick
Commutative Property of MultiplicationSwap or Exchange
Practice Makes Perfect
Complete the following worksheets independently
Exit Ticket
1Evaluate the expression below and list the properties that you used
12 + (8 + 46) + 802 Which property of multiplication is shown 3 1 = 3
a Commutativeb Associativec Identity
High School vs College B-ball
We could do 84 50 + 10 50 4200 + 500
4700 ft2
Or we could do 50(84 + 10)50(94)4700 ft2
Why parenthesis
The Distributive Property
The Distributive Property is a property in mathematics which helps to multiply a single term and two or more terms inside parenthesis
Ex 2(3 + 5) = 2 3 + 2 5
8(3 + x) =
a(3 + 5) =
The Distributive Property
The distributive property states that the product of a number and a sum is equal to the sum of the individual products of addends and the number
Ex 2(x + 5) = 2 x + 2 5
Practice
Use the distributive property to re-write each expressiona) 10( a + 7) = b) x( 3 + 10) = c) 2(x + 10) =d) 7(x + 3) =e) a(10 + 9) = f) 3x(x + 10) =
Making it Stick
Associative property of AdditionAssociate with a GROUP of friends
Making it Stick
Identity Property of AdditionYourself
Making it Stick
Commutative Property of MultiplicationSwap or Exchange
Practice Makes Perfect
Complete the following worksheets independently
Exit Ticket
1Evaluate the expression below and list the properties that you used
12 + (8 + 46) + 802 Which property of multiplication is shown 3 1 = 3
a Commutativeb Associativec Identity
The Distributive Property
The Distributive Property is a property in mathematics which helps to multiply a single term and two or more terms inside parenthesis
Ex 2(3 + 5) = 2 3 + 2 5
8(3 + x) =
a(3 + 5) =
The Distributive Property
The distributive property states that the product of a number and a sum is equal to the sum of the individual products of addends and the number
Ex 2(x + 5) = 2 x + 2 5
Practice
Use the distributive property to re-write each expressiona) 10( a + 7) = b) x( 3 + 10) = c) 2(x + 10) =d) 7(x + 3) =e) a(10 + 9) = f) 3x(x + 10) =
Making it Stick
Associative property of AdditionAssociate with a GROUP of friends
Making it Stick
Identity Property of AdditionYourself
Making it Stick
Commutative Property of MultiplicationSwap or Exchange
Practice Makes Perfect
Complete the following worksheets independently
Exit Ticket
1Evaluate the expression below and list the properties that you used
12 + (8 + 46) + 802 Which property of multiplication is shown 3 1 = 3
a Commutativeb Associativec Identity
The Distributive Property
The distributive property states that the product of a number and a sum is equal to the sum of the individual products of addends and the number
Ex 2(x + 5) = 2 x + 2 5
Practice
Use the distributive property to re-write each expressiona) 10( a + 7) = b) x( 3 + 10) = c) 2(x + 10) =d) 7(x + 3) =e) a(10 + 9) = f) 3x(x + 10) =
Making it Stick
Associative property of AdditionAssociate with a GROUP of friends
Making it Stick
Identity Property of AdditionYourself
Making it Stick
Commutative Property of MultiplicationSwap or Exchange
Practice Makes Perfect
Complete the following worksheets independently
Exit Ticket
1Evaluate the expression below and list the properties that you used
12 + (8 + 46) + 802 Which property of multiplication is shown 3 1 = 3
a Commutativeb Associativec Identity
Practice
Use the distributive property to re-write each expressiona) 10( a + 7) = b) x( 3 + 10) = c) 2(x + 10) =d) 7(x + 3) =e) a(10 + 9) = f) 3x(x + 10) =
Making it Stick
Associative property of AdditionAssociate with a GROUP of friends
Making it Stick
Identity Property of AdditionYourself
Making it Stick
Commutative Property of MultiplicationSwap or Exchange
Practice Makes Perfect
Complete the following worksheets independently
Exit Ticket
1Evaluate the expression below and list the properties that you used
12 + (8 + 46) + 802 Which property of multiplication is shown 3 1 = 3
a Commutativeb Associativec Identity
Making it Stick
Associative property of AdditionAssociate with a GROUP of friends
Making it Stick
Identity Property of AdditionYourself
Making it Stick
Commutative Property of MultiplicationSwap or Exchange
Practice Makes Perfect
Complete the following worksheets independently
Exit Ticket
1Evaluate the expression below and list the properties that you used
12 + (8 + 46) + 802 Which property of multiplication is shown 3 1 = 3
a Commutativeb Associativec Identity
Making it Stick
Identity Property of AdditionYourself
Making it Stick
Commutative Property of MultiplicationSwap or Exchange
Practice Makes Perfect
Complete the following worksheets independently
Exit Ticket
1Evaluate the expression below and list the properties that you used
12 + (8 + 46) + 802 Which property of multiplication is shown 3 1 = 3
a Commutativeb Associativec Identity
Making it Stick
Commutative Property of MultiplicationSwap or Exchange
Practice Makes Perfect
Complete the following worksheets independently
Exit Ticket
1Evaluate the expression below and list the properties that you used
12 + (8 + 46) + 802 Which property of multiplication is shown 3 1 = 3
a Commutativeb Associativec Identity
Practice Makes Perfect
Complete the following worksheets independently
Exit Ticket
1Evaluate the expression below and list the properties that you used
12 + (8 + 46) + 802 Which property of multiplication is shown 3 1 = 3
a Commutativeb Associativec Identity
Exit Ticket
1Evaluate the expression below and list the properties that you used
12 + (8 + 46) + 802 Which property of multiplication is shown 3 1 = 3
a Commutativeb Associativec Identity
