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8-8 Special Products Objective : Students will be able to use special product patterns to multiply polynomials.

8-8 Special Products Objective: Students will be able to use special product patterns to multiply polynomials

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In the example, we are taking the quantity (x+2) and multiplying it by itself.

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Page 1: 8-8 Special Products Objective: Students will be able to use special product patterns to multiply polynomials

8-8 Special Products

Objective:Students will be able to use special

product patterns to multiply polynomials.

Page 2: 8-8 Special Products Objective: Students will be able to use special product patterns to multiply polynomials

• In the example below, what are we multiplying?

• Knowing that, try this example…

Page 3: 8-8 Special Products Objective: Students will be able to use special product patterns to multiply polynomials

• In the example, we are taking the quantity (x+2) and multiplying it by itself.

Page 4: 8-8 Special Products Objective: Students will be able to use special product patterns to multiply polynomials

Example 1: Find each product.1) 2)

Try these.3) 4)

Page 5: 8-8 Special Products Objective: Students will be able to use special product patterns to multiply polynomials

5)

Page 6: 8-8 Special Products Objective: Students will be able to use special product patterns to multiply polynomials

Try this. 6)

Page 7: 8-8 Special Products Objective: Students will be able to use special product patterns to multiply polynomials

• Now let’s look at the product of two binomials that are the sum and difference of the same terms.

• What happens when we multiply these two binomials:

Page 8: 8-8 Special Products Objective: Students will be able to use special product patterns to multiply polynomials

Example 2: Find each product.1) 2)

Page 9: 8-8 Special Products Objective: Students will be able to use special product patterns to multiply polynomials

Try these.3) 4)