Distributive Property

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What is the Distributive Property?

• It states that a(b + c) = ab + ac, allowing multiplication of a single term by two or more terms inside parentheses.

• It states that a + b = b + a, demonstrating the commutative property of addition.

• It states that a(b - c) = ab - ac, which is a variation of the distributive property.

• It states that a(b + c) = a + b + c, simplifying the expression without multiplication.

What is the result of @@8(2 + 3)@@?

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Simplify the expression: @@7(5x - 1)@@

• @@35x - 7@@

• @@30x - 7@@

• @@35x + 7@@

• @@7x - 1@@

What does it mean to 'distribute' in mathematics?

• To add each term inside the parentheses to the term outside the parentheses.

• To multiply each term inside the parentheses by the term outside the parentheses.

• To subtract each term inside the parentheses from the term outside the parentheses.

• To divide each term inside the parentheses by the term outside the parentheses.

Simplify the expression: @@2(3x + 4)@@

• @@6x + 8@@

• @@6x + 6@@

• @@3x + 4@@

• @@2x + 8@@

If @@b = 4@@, what is the value of @@2(b + 6)@@?

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Simplify the expression: @@9(2x + 1)@@

• @@18x + 9@@

• @@18x + 1@@

• @@9x + 2@@

• @@2x + 9@@

What is the equivalent expression for @@5(2 + 3x)@@?

• @@10 + 15x@@

• @@5 + 15x@@

• @@10 + 5x@@

• @@15 + 10x@@

If @@a = 2@@, what is the value of @@3(a + 4)@@?

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