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Warm Up Solve: (x – 4)(2x – 1) = 0 2. Solve: x² – 9x = 36.

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Presentation on theme: "Warm Up Solve: (x – 4)(2x – 1) = 0 2. Solve: x² – 9x = 36."— Presentation transcript:

1 Warm Up Solve: (x – 4)(2x – 1) = 0 2. Solve: x² – 9x = 36

2 Solving Quadratics Must be in standard form. Must =0
(same as solving by factoring)

3 So what is the Quadratic Formula?

4  b2 – 4ac The Discriminant Part of the Quadratic formula
We can use the discriminant to determine the # of solutions The discriminant :  b2 – 4ac

5 What does the discriminant tell us?
(b2 – 4ac) Number of Solutions Positive TWO solutions = 0 ONE solution Negative NO real solutions (imaginary solutions)

6 Example #1 Determine the number of solutions: x2 + 6x + 8 = 0

7 Example #2 Determine the number of solutions: 4x2 – 20x + 5 = -20

8 Example #3 Determine the number of solutions: 4x = 0

9 SKILLZ you need Simplifying Radicals

10 Simplifying Radicals

11 Simplifying Radicals

12 Simplifying Radicals

13 Simplifying Radicals

14 Simplifying Radicals


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