'K units' presentation slideshows

Conic Sections

Conic Sections. Parabola. Conic Sections - Parabola. The intersection of a plane with one nappe of the cone is a parabola. Conic Sections - Parabola.

1.04k views • 92 slides

Chapter 2

Chapter 2. Polynomial and Rational Functions. Section 1. Quadratic Functions. Quadratic Functions. Let a, b , and c be real number with a ? 0 . The function f(x) = ax 2 + bx = c is called a quadratic function.

619 views • 52 slides

All part features should be unsuppressed when releasing (making the final version) the part.

PARTS. All part features should be unsuppressed when releasing (making the final version) the part. Part must have material property and color assigned Part must not be in roll-back mode Features and sketches must be named All sketched must be fully defined

389 views • 25 slides

Precalculus Lesson 3.1

Precalculus Lesson 3.1. Check: NONE. Warm-up. Find the Domain and identify any asymptotes. Answers. Objective(3.1). Evaluate and graph exponential functions. Use the natural base e and compound interest formulas. The graph of f ( x ) = a x , a > 1.

451 views • 21 slides

Quadratic Functions

Chapter 9. Quadratic Functions. Section 9.1. Graphing Quadratic Functions in Vertex Form. Property. Let , where a ? 0. f is a quadratic function, and its graph is a parabola. We say that the equation is in vertex form. Vertex Form. Zero Factor Property.

508 views • 21 slides

7.2 Exponential Decay

7.2 Exponential Decay. Exponential Decay. Has the same form as growth functions f(x) = ab x Where a > 0 BUT: 0 < b < 1 (a fraction between 0 & 1). Recognizing growth and decay functions. State whether f(x) is an exponential growth or decay function f(x) = 5(2/3) x

370 views • 18 slides

Exponential Growth

Exponential Growth. Section 8.1. Exponential Function. f(x) = ab x where the base b is a positive number other than one. Graph f(x) = 2 x Note the end behavior x ?+? f(x) ?+? x?-? f(x)?0 y=0 is an asymptote. Asymptote.

379 views • 16 slides

5.3 Translating Parabolas

5.3 Translating Parabolas. SWBAT translate parabolas using vertex form. Do Now. Identify the parent function of each function. Then graph the function by translating each parent function. y = |3x| + 2 y = -|x + 1| - 1 Write an equation for each translation. 3. y = |2x|, 2 units down

473 views • 12 slides

Absolute Value

291 views • 11 slides

Product Lines overview

Product Lines overview. PBS success stories. Alice Gate 4M units delivered since 2004 6 major mainteneance releases deployed Alice Gate W2+ 600K units delivered since Q1 2006 1 major mainteneance release deployed Alice Gate 2 Plus / 2 Plus WiFi 1.3M units delivered since Q4 2006

201 views • 11 slides

6-8: Graphing Absolute Value Equations

6-8: Graphing Absolute Value Equations. Objective: To graph absolute value equations by using translation. Absolute Value Equations . ACTIVITY Graph: y = IxI Now, graph: y = IxI + 2 Describe how the graphs are the same and how they are different. Translation.

198 views • 8 slides