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Homework:Module 7 Homework (Quadratics)

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Part 1Determine whether or not the given equation is quadratic. If the resulting form is​ quadratic, identify​ a, b, and​ c, with agreater than>0. ​Otherwise, explain why the resulting form is not quadratic.x left parenthesis x plus 6 right parenthesis equals 1x(x+6)=1 Part 1Select the correct choice below​ and, if​ necessary, fill in the answer boxes to complete your choice. A. The equation is quadratic with aequals=[input]enter your response here ​, bequals=[input]enter your response here ​, and cequals=[input]enter your response here . B. The equation is not quadratic because there is a term with degree higher than 2. C. The equation is not quadratic because the expression is not equal to zero. D. The equation is not quadratic because there is no x squaredx2​-term.

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We start by restating the problem: determine whether the equation x(x+6) = 1 is quadratic, and if so identify a, b, and c in the standard form ax^2 + bx + c = 0 with a > 0. Option A states: The equation is quadratic with a = [input], b = [input], and c = [input]. It is asking for the standard form coefficients a, b, c when the equation is moved to zero on one side. Option B claims: The equation is not quadratic because there is a......Login to view full explanation

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