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Published byNancy May Modified over 8 years ago

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Example: 3x 2 + 9x + 6

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Solving Quadratic Equations

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Quadratic Equation: An equation with the highest power being x 2

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To Solve a Quadratic Function: 1.If necessary, rewrite the equation so that it is equal to zero

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To Solve a Quadratic Function: 1.If necessary, rewrite the equation so that it is equal to zero 2.Factor the expression

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To Solve a Quadratic Function: 1.If necessary, rewrite the equation so that it is equal to zero 2.Factor the expression 3.Set each of the factors equal to zero separately

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To Solve a Quadratic Function: 1.If necessary, rewrite the equation so that it is equal to zero 2.Factor the expression 3.Set each of the factors equal to zero separately 4.Solve the equations

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To Solve a Quadratic Function: 1.If necessary, rewrite the equation so that it is equal to zero 2.Factor the expression 3.Set each of the factors equal to zero separately 4.Solve the equations 5.Check your solution

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Example 1: x 2 + 5x + 4 = 0

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Example 2: x 2 + 3x = 28

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Example 3: x 2 = 6x – 8

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Example 4: x 2 – 7x = 3 – 9x

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Practice 1: x 2 + 10x + 24 = 0

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Practice 2: x 2 + 9x = –18

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Practice 3: x 2 + 12x = 5x – 10

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