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6. Match an expression from the left column with an expression from the right side. Some expressions on the left column may have no equivalent on the right column. A) 9a? – 4b? B) a? + 4ab + 4b² 1) (a + 2b)? C) a? – 4b2 II) ab(a + b) D) ab? + a?b III) (3a – 2b)(3a + 2b) ..... ....... E) (a – b)(a? + ab + b?) IV) a' - b3 ............ E) a? + 2ab + 4b? ..... .......

6. Match an expression from the left column with an expression from the right side. Some expressions on the left column may have no equivalent on the right column. A) 9a? – 4b? B) a? + 4ab + 4b² 1) (a + 2b)? C) a? – 4b2 II) ab(a + b) D) ab? + a?b III) (3a – 2b)(3a + 2b) ..... ....... E) (a – b)(a? + ab + b?) IV) a' - b3 ............ E) a? + 2ab + 4b? ..... .......

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter1: Fundamental Concepts Of Algebra
Section1.1: Real Numbers
Problem 29E
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6. Match an expression from the left column with an expression from the right side. Some expressions on the left column may have no equivalent on the right column. A) 9a? – 4b? B) a? + 4ab + 4b? I) (a + 2b)? C) a? – 4b2 II) ab(a + b) D) ab? + a?b II) (3a – 2b)(3a + 2b) E) (a – b)(a? + ab + b?) IV) a? - b3 E) a? + 2ab + 4b?
Transcribed Image Text:6. Match an expression from the left column with an expression from the right side. Some expressions on the left column may have no equivalent on the right column. A) 9a? – 4b? B) a? + 4ab + 4b? I) (a + 2b)? C) a? – 4b2 II) ab(a + b) D) ab? + a?b II) (3a – 2b)(3a + 2b) E) (a – b)(a? + ab + b?) IV) a? - b3 E) a? + 2ab + 4b?
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