2.3 Lesson Review

Simplify: (x + 3) (x + 2)

• x² + 6x + 5
• x² + 5
• x² + 11
• x² + 5x + 6

Simplify: (2x + y)(2x - y)

• 4x² - y²
• 4x - y
• 4x² + y²
• 2x² - y²

Simplify: (5x - 2) (3x + 1)

• 15x² - 11x - 2
• 15x² - x - 2
• 15x² + x - 2
• 15x² - 8x - 2

Expand: (3y + 2)²

• 9y² + 12y + 4
• 3y² + 6y + 4
• 9y² + 6y + 4
• 9y² + 4

Simplify: (x + 1) (x² - 2x + 1)

• x³ - x² -x + 1
• x³ - 2x + 2
• x³ + x² + x + 1
• x³ - 3x² - 3x + 1

Simplify: (2a - 3) (3a + 1)

• 6a² + 7a - 3
• 6a² + 5a - 3
• 6a² - 7a - 3
• 6a² - 9a + 3

Find the product using

the distributive property.

-8x ( 4x² - 9x + 12)

• -32x² - 72x + 96

• -32x³ - 72x² - 96x

• -32x³ + 72x² - 96

• -32x³ + 72x² - 96x

Multiply: ( 4k + 3 )( 3k² - 3k + 1 )

• 12k³ - 3k² - 5k + 3

• 12k³ + 3k² + 5k - 3

• 12k³ + 3k² - 5k + 3

• 12k³ - 3k² - 5k - 3

Fill in the blank:

( 2m + 5n )( ________ ) = 4m² - 25n²

• 2m + 5n

• 2m - 5n

• 2m + 20n

• 2m - 20n

Simplify (3x²) (3x⁴y³)

• 9x⁶y³

• 3x⁶y³

• 6x⁸y³

• 6x⁸y⁶