Factoring quadratic equations

Related BrainMass Solutions

• When solving quadratic equations, please explain the factoring method.

  167200 Explaining Factoring Method in Quadratic Equations When solving quadratic equations, please explain the factoring method. Can this be used in all equations?

• Concepts of Quadratic Equations

  636434 Concepts of Quadratic Equations 1. What is a quadratic equation? 2. Explain why the 'zero product rule' makes sense. 3. Why is factoring used to solve quadratic equations? 4. Some equations have a higher degree than 2.

• Quadratic equation

  133429 Solution of Quadratic Equations by completing the square, quadratic formula, square root method, factoring.

• Quadratic Equations (Solve by Factoring and Square Root)

  32183 Quadratic Equations (Solve by Factoring and Square Root) Quadratic Equations: Please show how arrived at answer. Thank you. 1.) Solve quadratic equation by factoring.

• Factoring Quadratic Equations Solving for x

  or This shows how to solve quadratic equations by factoring.

• How do you factor z^2 - z - 30?

  100385 Factoring Quadratic Equations Factoring Quadratic Equations How do you factor z^2 - z - 30? z^2-z-30 =(z-6)(z+5) This solution shows one step for factoring the quadratic equation.

• Methods for Factoring Quadratic Equations

  163529 Methods for Factoring Quadratic Equations Post a response to the following: Quadratic equations can be solved by graphing, using the quadratic formula, completing the square, and factoring.

• Methods for Solving Quadratic Equations

  all quadratic equations are easily factored Appropriate for - equations with real roots, equations where factors are apparent I prefer factoring or the quadratic formula.

• Algebra: quadratic equations

  Solve quadratic equations by factoring and quadratic formula methods.

• Factoring Quadratic Equations

  91264 Factoring Quadratic Equations W^2 - 2w + 1 w^2 - 2w + 1 = w^2 - w - w + 1 = w(w - 1) - (w - 1) = (w - 1)(w - 1) = (w - 1)^2 Factoring quadratic equations is investigated.