Factoring GCF to Create Algebraic Expressions

Factor the following Expression Completly using the GCF: \left(15y\ +\ 5\right)

• y ( 15 + 5)

• 3 ( 5y + 1)

• 5 ( 3y + 1)

• 1( 15y + 5)

Factor the expression using the GCF:
24k + 32

• 8(3k + 4)

• 2(12k + 16)

• 24k + 32

• 8(3k + 5)

Factor the expression:

4w - 16

• 2(2w - 8)

• 4(w - 16)

• 2(2w - 4)

• 4(w - 4)

Create an equivalent expression using the GCF of the numbers below!

28 + 32

(Rewritten as a sum)

Factor:

15x⁴ + 20x³ - 25x

• 5x² (3x² + 4x - 5)

• 5x (3x³ + 4x² - 5x)

• 5x (3x³ + 4x² - 5)

• 5 (3x⁴ + 4x³ - 5x)

Factor 7x(9x -2)-1(9x -2)

• (7x - 1)(9x - 2)

• (7x + 1)(9x - 2)

• (7x - 1)(9x + 1)

• (7x - 2)(9x - 1)

Factor the expression: 8x + 64

• 4(2x -24)

• 2(4x + 30)

• 8(1x - 8)

• 8( x + 8)

Rewrite the expression by factoring out the greatest common factor.

Factor

14y - 20

• 7(2y - 3)

• 2(7y -10)

• 14(y-20)

Which expression is equivalent to 22 + 12 after factoring out a common factor?

• 2 x (22 + 6)

• 22 x (1 + 12)

• 2 x (22 + 12)

• 2 x (11 + 6)