Properties of Real Numbers
Two expressions that have the same value for all allowable replacements are called equivalent.
x + x
x + x and 2x
x + x and 2x are equivalent expressions.
The Identity Property of 0
The Identity Property of 0 For any real number a,
The Identity Property of 0 For any real number a,
The Identity Property of 0 For any real number a,
The Identity Property of 0 For any real number a,
The Identity Property of 0 For any real number a, (The number 0 is the additive identity)
The Identity Property of 0 For any real number a, (The number 0 is the additive identity)
The Identity Property of 1
The Identity Property of 1 For any real number a,
The Identity Property of 1 For any real number a,
The Identity Property of 1 For any real number a,
The Identity Property of 1 For any real number a,
The Identity Property of 1 For any real number a, (The number 1 is the multiplicative identity)
The Identity Property of 1 For any real number a, (The number 1 is the multiplicative identity)
Write a fraction equivalent to 2/3 with a denominator of 3x.
Write a fraction equivalent to 2/3 with a denominator of 3x.
Write a fraction equivalent to 2/3 with a denominator of 3x.
Write a fraction equivalent to 2/3 with a denominator of 3x.
Write a fraction equivalent to 2/3 with a denominator of 3x.
Write a fraction equivalent to 2/3 with a denominator of 3x.
Write a fraction equivalent to 2/3 with a denominator of 3x.
Simplify
Simplify
Simplify
Simplify
Simplify
Simplify
Simplify
Simplify
Simplify
Simplify
Simplify
Simplify
Simplify
Simplify
Simplify
Simplify
Simplify
Simplify
Simplify
Simplify
Simplify
Simplify
Simplify
Simplify
Simplify
The Commutative Law
The Commutative Law Evaluate
The Commutative Law Evaluate
The Commutative Law Evaluate
The Commutative Law Evaluate
The Commutative Law Evaluate
The Commutative Law Evaluate
The Commutative Law Evaluate
The Commutative Law Evaluate
The Commutative Law Evaluate
The Commutative Law Evaluate
The Commutative Law Evaluate
The Commutative Law Evaluate
The Commutative Law Evaluate
Evaluate x + y and y + x
Evaluate x + y and y + x when x = 23
Evaluate x + y and y + x when x = 23 and y = -12
Evaluate x + y and y + x when x = 23 and y = -12
Evaluate x + y and y + x when x = 23 and y = -12
Evaluate x + y and y + x when x = 23 and y = -12
Evaluate x + y and y + x when x = 23 and y = -12
Evaluate x + y and y + x when x = 23 and y = -12
Evaluate x + y and y + x when x = 23 and y = -12
Evaluate x + y and y + x when x = 23 and y = -12
Evaluate x + y and y + x when x = 23 and y = -12
Evaluate x + y and y + x when x = 23 and y = -12
Evaluate x + y and y + x when x = 23 and y = -12
The commutative law for addition
The commutative law for addition For any numbers a and b,
The commutative law for addition For any numbers a and b, a + b
The commutative law for addition For any numbers a and b, a + b = b + a
The commutative law for addition For any numbers a and b, a + b = b + a The commutative law for multiplication
The commutative law for addition For any numbers a and b, a + b = b + a The commutative law for multiplication ab
The commutative law for addition For any numbers a and b, a + b = b + a The commutative law for multiplication ab = ba
Use the commutative laws to write an expression equivalent to
Use the commutative laws to write an expression equivalent to
Use the commutative laws to write an expression equivalent to
Use the commutative laws to write an expression equivalent to
Use the commutative laws to write an expression equivalent to
Use the commutative laws to write an expression equivalent to
Use the commutative laws to write an expression equivalent to Commutative law of addition
Use the commutative laws to write an expression equivalent to Commutative law of addition
Use the commutative laws to write an expression equivalent to Commutative law of addition
Use the commutative laws to write an expression equivalent to Commutative law of addition Commutative law of multiplication
Use the commutative laws to write an expression equivalent to Commutative law of addition Commutative law of multiplication
Use the commutative laws to write an expression equivalent to Commutative law of addition Commutative law of multiplication
The Associative Laws
The Associative Laws Calculate and compare
The Associative Laws Calculate and compare
The Associative Laws Calculate and compare
The Associative Laws Calculate and compare
The Associative Laws Calculate and compare
The Associative Laws Calculate and compare
The Associative Laws Calculate and compare
The Associative Laws Calculate and compare
The Associative Laws Calculate and compare
The Associative Laws Calculate and compare
The Associative Laws
The Associative Laws Calculate and compare
The Associative Laws Calculate and compare
The Associative Laws Calculate and compare
The Associative Laws Calculate and compare
The Associative Laws Calculate and compare
The Associative Laws Calculate and compare
The Associative Laws Calculate and compare
The Associative Laws Calculate and compare
The Associative Laws Calculate and compare
The Associative Laws Calculate and compare
The associative law of addition For any numbers a, b, and c,
The associative law of addition For any numbers a, b, and c,
The associative law of addition For any numbers a, b, and c, The associative law of multiplication
The associative law of addition For any numbers a, b, and c, The associative law of multiplication
Use the associative law to write an expression equivalent to
Use the associative law to write an expression equivalent to
Use the associative law to write an expression equivalent to
Use the associative law to write an expression equivalent to
Use the associative law to write an expression equivalent to
Use the commutative and associative laws to write at least 3 expressions that are equivalent to
Use the commutative and associative laws to write at least 3 expressions that are equivalent to
Use the commutative and associative laws to write at least 3 expressions that are equivalent to
Use the commutative and associative laws to write at least 3 expressions that are equivalent to
Use the commutative and associative laws to write at least 3 expressions that are equivalent to
Use the commutative and associative laws to write at least 3 expressions that are equivalent to
Use the commutative and associative laws to write at least 3 expressions that are equivalent to
Use the commutative and associative laws to write at least 3 expressions that are equivalent to
Use the commutative and associative laws to write at least 3 expressions that are equivalent to
Use the commutative and associative laws to write at least 3 expressions that are equivalent to
Use the commutative and associative laws to write at least 3 expressions that are equivalent to
Use the commutative and associative laws to write at least 3 expressions that are equivalent to
Use the commutative and associative laws to write at least 3 expressions that are equivalent to
Use the commutative and associative laws to write at least 3 expressions that are equivalent to
Use the commutative and associative laws to write at least 3 expressions that are equivalent to
Use the commutative and associative laws to write at least 3 expressions that are equivalent to
Compute in two ways:
Compute in two ways:
Compute in two ways:
Compute in two ways:
Compute in two ways:
Compute in two ways:
Compute in two ways:
Compute in two ways:
Compute in two ways:
The distributive law of Multiplication over Addition For any numbers a, b, and c
The distributive law of Multiplication over Addition For any numbers a, b, and c a(b + c)
The distributive law of Multiplication over Addition For any numbers a, b, and c a(b + c) = ab
The distributive law of Multiplication over Addition For any numbers a, b, and c a(b + c) = ab + ac
The distributive law of Multiplication over Subtraction For any numbers a, b, and c
The distributive law of Multiplication over Subtraction For any numbers a, b, and c a(b - c)
The distributive law of Multiplication over Subtraction For any numbers a, b, and c a(b - c) = ab
The distributive law of Multiplication over Subtraction For any numbers a, b, and c a(b - c) = ab - ac
What are the terms of 3x – 4y + 2z
What are the terms of 3x – 4y + 2z
What are the terms of 3x – 4y + 2z
What are the terms of 3x – 4y + 2z
Multiply
Multiply
Multiply
Multiply
Multiply
Multiply
Multiply
Multiply
Multiply
Multiply
Multiply
Multiply
Multiply
Multiply
Multiply
Multiply
Multiply
Multiply
Multiply
Multiply
Multiply
Multiply
Multiply
Multiply
Multiply
Multiply
Multiply
Multiply
Multiply
Multiply
Multiply
Multiply
Multiply
Multiply
Multiply
Name the property
Name the property
Name the property
Name the property
Name the property
Name the property
Name the property
Name the property
Name the property
Name the property
Name the property
Name the property
Name the property
Name the property
Factoring To factor an expression is to find an equivalent expression that is a product.
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Factor
Collect like terms
Collect like terms
Collect like terms
Collect like terms
Collect like terms
Collect like terms
Collect like terms
Collect like terms
Collect like terms
Collect like terms
Collect like terms
Collect like terms
Collect like terms
Collect like terms
Collect like terms
Collect like terms
Collect like terms
Collect like terms
Collect like terms
Collect like terms
Collect like terms
Collect like terms
Collect like terms
Collect like terms
Collect like terms
Collect like terms
Collect like terms
Collect like terms
Collect like terms
Collect like terms
Collect like terms
Collect like terms
Collect like terms
Collect like terms
Collect like terms
Collect like terms
Collect like terms
Collect like terms
Collect like terms
Collect like terms
Collect like terms
Collect like terms
Collect like terms
Collect like terms
Collect like terms
Collect like terms
Collect like terms
Collect like terms
Collect like terms
Collect like terms
Collect like terms
Collect like terms
Collect like terms
Collect like terms
Collect like terms
Collect like terms
Collect like terms
Collect like terms
Collect like terms
Collect like terms
Collect like terms
Collect like terms
Collect like terms
1.7 Numbers 1 - 118