Factor by grouping. a2 + ab – 2b2 A.(a – 2b)(a – b) B.(a + 2b)(a – b) C.(a – 2)(a + b) D.(a + 2b)(a + b)
Question
Updated 1/17/2014 1:49:55 AM
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User: Factor by grouping. a2 + ab – 2b2 A.(a – 2b)(a – b) B.(a + 2b)(a – b) C.(a – 2)(a + b) D.(a + 2b)(a + b)

Weegy: B.(a + 2b)

Question
Updated 1/17/2014 1:49:55 AM
This conversation has been flagged as incorrect.
Flagged by jeifunk [1/17/2014 1:49:55 AM]
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a2 + ab – 2b2 is B.(a + 2b)(a – b).

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Simplify using the vertical method. (4k + 5)(3k^2 – 4k – 2) A. 12k^3 + 28k^2 – 1k – 10 B. 12k^3 – 1k^2 + 12k – 10 C. 12k^3 – 1k^2 – 28k – 10 D. 12k^3 + 31k^2 – 12k – 10
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(4k + 5)(3k^2 – 4k – 2) = 12k^3 – 1k^2 – 28k – 10
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Updated 8/5/2018 6:17:20 AM
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