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Published byJustin Reynard Palmer Modified over 9 years ago
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Notes for April 28 th
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Answers to Warm-Up 1.2. 3.(x – 4)(x – 7)4.(6x + 9)(3x – 3)
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Answers to Warm-Up 5.6. 7.8.
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Word of the Day Quadratic an equation or expression that is taken to the second power
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Today's Objective IWBAT to solve quadratic equations by factoring.
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Definition Quadratic Equation – An equation that is taken to the second power that has 2 solutions for answers. 2 solutions?! Yikes!
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Standard Form Quadratic equations are of the form: You can NOT solve it if it is not in this form
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How to Solve Quadratic Equations 1.)Put the equation into standard form. 2.)Factor the equation 3.)Set the factors equal to 0. ** This is called the Zero Product Property 4.)Solve for both x’s 5.)Put your solution in proper form x 2 + 11x + 24 (x + 3)(x + 8) x + 3 = 0 x + 8 = 0 x = -3 x = -8 x = -3, -8
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I need to see another example NOW!!
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Example #1
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Example #2 When you have a binomial squared, you only have 1 solution!
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Time for some whiteboard practice!
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Whiteboard Problem #1
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Whiteboard Problem #2
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Whiteboard Practice #3
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Whiteboard Practice #4
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Whiteboard Practice #5
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Whiteboard Practice #6
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Please put your whiteboards back but …
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Exit Quiz Factor.Solve.
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