Exemple 1: Simplify using the Distributive Property. Check your answer using the Area Mode (x-6)(4x +3) Your Turn Practice #1: Simplify using the Distributive Property. Check your answer using the Area Model. (6x + 4)(2x – 3)
Exemple 1: Simplify using the Distributive Property. Check your answer using the Area Mode (x-6)(4x +3) Your Turn Practice #1: Simplify using the Distributive Property. Check your answer using the Area Model. (6x + 4)(2x – 3)
Chapter5: Polynomials And Polynomial Functions
Section5.3: Multiply Polynomials
Problem 5.62TI: Multiply (x+4)(2x23x+5) using (a) the Distributive Property and (b) the Vertical Method.
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can anybody awnser this?
![When multiplying two polynomials using the Distributive Property, multiply each term in the first parenmese
by every term in the second parentheses, then simplify
Example 1: Simplify using the Distributive Property. Check your answer using the Area Model
(x6)(4x + 3)
Your Turn
Practice #1: Simplify using the Distributive Property. Check your answer using the Area Model.
(6x + 4)(2x – 3)](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Faef57bc7-fb1d-43dc-9168-34a6be58117f%2Fe33c3162-1fd3-44dd-95d0-4267906db489%2Fftlf5kb_processed.jpeg&w=3840&q=75)
Transcribed Image Text:When multiplying two polynomials using the Distributive Property, multiply each term in the first parenmese
by every term in the second parentheses, then simplify
Example 1: Simplify using the Distributive Property. Check your answer using the Area Model
(x6)(4x + 3)
Your Turn
Practice #1: Simplify using the Distributive Property. Check your answer using the Area Model.
(6x + 4)(2x – 3)
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