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Warm Up Warm Up 1. 1. (4 – i)(2 + 3i) (4 – i)(2 + 3i) 2. 2. (8 + 3i)(-2 – 8i) (8 + 3i)(-2 – 8i) 3. 3. (3 – i)(2 + 2i)(4 – 3i) (3 – i)(2 + 2i)(4 – 3i) 4. 4. (6 + 8i) – (2 – 3i) + 4i (6 + 8i) – (2 – 3i) + 4i 5. 5. (2 – 5i) + (8 – 3i) – (7 (2 – 5i) + (8 – 3i) – (7 + 8i) + 8i)

Warm Up

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Warm Up. (4 – i)(2 + 3i) (8 + 3i)(-2 – 8i) (3 – i)(2 + 2i)(4 – 3i) (6 + 8i) – (2 – 3i) + 4i (2 – 5i) + (8 – 3i) – (7 + 8i). 3.1 (M2) Graph Quadratic Functions in Standard Form. Graph y = ax ² + c & Find domain and Range. y = -x ² + 1. - PowerPoint PPT Presentation

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Page 1: Warm Up

Warm UpWarm Up

1.1. (4 – i)(2 + 3i)(4 – i)(2 + 3i)

2.2. (8 + 3i)(-2 – 8i)(8 + 3i)(-2 – 8i)

3.3. (3 – i)(2 + 2i)(4 – 3i)(3 – i)(2 + 2i)(4 – 3i)

4.4. (6 + 8i) – (2 – 3i) + 4i(6 + 8i) – (2 – 3i) + 4i

5.5. (2 – 5i) + (8 – 3i) – (7 + 8i)(2 – 5i) + (8 – 3i) – (7 + 8i)

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3.1 (M2) Graph Quadratic 3.1 (M2) Graph Quadratic Functions in Standard FormFunctions in Standard Form

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Graph y = axGraph y = ax² + c & Find domain ² + c & Find domain and Rangeand Range

y = -xy = -x² + 1² + 1

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Graph y = axGraph y = ax² + bx + c; find ² + bx + c; find vertex & axis of symmetryvertex & axis of symmetry

y = 2xy = 2x² - 8x + 6² - 8x + 6

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Minimum or Maximum Value?Minimum or Maximum Value?

y = 2x² + 4x - 3y = 2x² + 4x - 3