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Laabri

2.4 Special Polynomial Products (Due 9/9/23)

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Last updated 3 months ago
38 Nsɛmmisa

Day 1 9-6-23

Special Product: Sum and a Difference

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10
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10
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10
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10
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10

Spiral Review

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10
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10
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Special Products: Square of a Binomial

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10
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10
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10
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Spiral Review

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Day 2 9-7-23

Radicals and Rational Exponents Review

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5
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5
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10
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10

Simplifying Radicals

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10

Square Roots with Variables

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5
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Essential Question: What are Special Polynomial Products, and how do you simplify them?

Learning Objective: Students will be able to recognize different special polynomial products and utilize them to solve real world problems.

Show your work for credit.

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1.

Guided Notes: Product of a Sum and Difference

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2.

Guided Practice: Find the Product of these polynomials.

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3.

Find the Product of these polynomials.

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4.

Find the Product of these polynomials.

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5.

Find the Product of these polynomials.

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6.

Find the Product of these polynomials.

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7.

Find the difference between these polynomials. (subtract them)

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8.

Find the Product

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9.

Find the Product:

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10.

Guided Notes: Square of a Binomial

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11.

Find the square of this binomial.

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12.

Find the square of this binomial.

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13.

Find the square of this binomial.

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14.

Find the square of this binomial.

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15.

Find the square of this binomial.

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16.

Find the square of this binomial.

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17.

Find the square of this binomial.

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18.

Expression for the area of the walkway

The area of the walkway when x=7

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19.

Find the Product

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20.

Multiply this product of a sum and difference.

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21.

Match the exponents and radical to their matching expressions

Draggable itemarrow_right_altCorresponding Item

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22.

Match the exponents and radical to their matching expressions

Draggable itemarrow_right_altCorresponding Item

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23.

Find the perimeter of the following:

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24.

Find the area of the following:

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25.

Simplify this radical.

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26.

Simplify this radical.

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27.

Simplify this radical.

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28.

Simplify this radical.

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29.

Simplify this radical.

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30.

Simplify this radical.

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31.

How to simplify radicals that contain variables with exponents.

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32.

Simplify this expression.

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33.

Simplify this expression.

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34.

Simplify each radical

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35.

Simplify each radical

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36.

Simplify each radical

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37.

Simplify each radical

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38.

Simplify each radical