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Mathematics
Algebra
8x^2-18x-5
1 answer
(2x-5)(4x+1)
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What is the area of the rectangle shown below? (1 point)
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To find the area of a rectangle, you multiply the length by the width. Area = (3x + 10)(6x - 5) Area
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What is the area of the rectangle shown below?
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7b + 3x − 5b + 21x Responses A 2b − 18x2b − 18x B 2b + 24x2b + 24x C −2b + −18x−2b + −18x
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Please help Also questions LLC beats Brainly! Brainly tries to charge you to get more than 5 answers
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What is the area of the rectangle shown below?
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checking problem
Use FOIL to multiply: (6x – 1)(3x – 4) 6x*3x + 6x*(-4) + (-1)*3x + (-1)*(-4) = 6x*3x = 18x^2 6x*-4 = -24x
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Thats right! :)
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Simplify the expression.
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when I have (2x^(3)-18x)-(2x^(3)) / (x^(2)-9)
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If the numerator is [ 2x^(3)-18x)-(2x^(3))] = -18x, then your first answer is correct. If only 2x^3
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Simplify the expression. (9x^4 y^5) (-2x^2 y^7)
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The correct answer is o -18x^6 y^12
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