'Form au 2 bu' presentation slideshows

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Do Now: Factor the polynomial.

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Chapter 6 Section 4: Factoring and Solving Polynomials Equations

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Chapter 10 Quadratic Equations and Functions

Chapter 10 Quadratic Equations and Functions. Section 3 Solving Equations Quadratic in Form. Section 10.3 Objectives. 1 Solve Equations That Are Quadratic in Form. Equations Quadratic in Form. If a substitution u transforms an equation into one of the form au 2 + bu + c = 0

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Example 1: Solve 3 x 2 + 36 = 0.

Quadratic Equation: Solving by the square root method. This method can be used if the quadratic equation can be put in the form au 2 + bu + c = 0, where b = 0 and u is an algebraic expression. In other words, there is no " bu " term. Example 1: Solve 3 x 2 + 36 = 0.

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