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Published byCordelia Sparks Modified over 9 years ago
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More about Quadratic Equations November 16, 2009
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Objectives Understand basic concepts about quadratic equations. Use factoring, complete the square, and the quadratic formula to solve quadratic equations. Understand the discriminant. Solve problems involving the quadratic equations.
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What is a quadratic equation? It is: ax 2 +bx+c=0 If you solve for x, what are you finding on the graph? Where y=0, aka the x- intercepts
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Completing the square x 2 +4x-1=0
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The quadratic formula x= -b ± √b 2 -4ac 2a 3x 2 +10x-1=0
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The discriminant The discriminant is: b 2 -4ac If b 2 -4ac >0, there are two real solutions. If b 2 -4ac = 0, there is one real solution. If b 2 -4ac <0, there are NO real solutions.
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