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Simplify: (4a + 2b)(a – b)
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a 4a^2– 6ab – 2b^2 b 4a^2 – 2ab – 2b^2 c 4a^2 – 8ab – 2b^2 d 4a^2 + 2ab – 2b^2
b
(4a + 2b)(a – b) (4a)*(a)+(4a)*(-b)+(2b)*(a)+(2b)*(-b)
Expand the following: (4 a+2 b) (a-b) Multiply 4 a+2 b and a-b together using FOIL. (4 a+2 b) (a-b) = (4 a) (a) + (4 a) (-b) + (2 b) (a) + (2 b) (-b): 4 a a-4 a b+2 b a-2 b b Combine products of like terms. 4 a a = 4 a^2: 4 a^2-4 a b+2 b a-2 b b Combine products of like terms. 2 b (-b) = -2 b^2: Answer: 4 a^2-4 a b+2 b a+-2 b^2
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