'C units' diaporamas de présentation

Anthropogenic Global Warming

Anthropogenic Global Warming. Is Earth at the tipping point? By: Geoffrey Pohanka. Objectives. Examine in a thorough, yet understandable way, the theory of man made global warming Analyze its plausibility Review other factors, besides CO2, that may impact the climate.

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Mohammad Reza Faghani

In the name of God, The Beneficent, The Merciful. A Review of Routing and Wavelength Assignment Approaches for Wavelength-Routed Optical WDM Networks. Mohammad Reza Faghani. Outline. Introduction Static Lightpath Establishment (SLE) problem Routing Wavelength Assignment Simulation Results

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Angles & Triangles

Angles & Triangles. Objectives: TSW define an angle. TSW identify relationships among angles. TSW identify the angles created in a transversal. TSW determine the measures of the angles formed by in a transversal. The point about which an angle is measured is called the angle's vertex

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Sound Insulation Mitigation Services (SIMS) Project 2012

Sound Insulation Mitigation Services (SIMS) Project 2012. Front Door - Before. Front Door - Before. Front Door - During. Front Door - During. Front Door - During. Front Door - After. Multipurpose Room - Before. Multipurpose Room - Before. Multipurpose Room - During.

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Professional-grade Instruments for field service

Professional-grade Instruments for field service. The HVAC Guide. Introduction. Introduced Modular Concept in 1989 Focus on HVAC/R Industry New products for the HVAC/R technician . Strategy.

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28 April 1999

L ON W ORKS Applications in Rail Transportation. 28 April 1999. Examples of firms using L ON W ORKS Technology. Safetran. Pulse Electronics. Harmon. GE Harris. Translite. L ON W ORKS Applications in Rail Transportation Transit and Freight. Monitoring & Diagnostics. Maintenance

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CHAPTER 7

CHAPTER 7 . CONIC SECTIONS. 7.1 THE ELLIPSE. Objectives Graph ellipses centered at the origin Write equations of ellipses in standard form Graph ellipses not centered at the origin Solve applied problems involving ellipses. Definition of an ellipse.

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Chapter 11

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Transformation of Functions

Transformation of Functions . Section 1.6. Objectives. Describe a transformed function given by an equation in words. Given a transformed common function, write the transformed function's equation. . Vocabulary. common function horizontal shift vertical shift vertical stretch/shrink

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Transformations of Functions

Transformations of Functions. Graphs of Common Functions. See Table 1.4, pg 184. Characteristics of Functions: Domain Range Intervals where its increasing, decreasing, or constant symmetry. y = f ( x ) + c. y = f ( x ). c. c. y = f ( x ). y = f ( x ) - c. Vertical Shifts.

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1.4 Shifts, Reflections, and Stretches

1.4 Shifts, Reflections, and Stretches. 6 Common parent functions. Constant linear absolute value Quadratic cubic square root. Vertical and horizontal shifts. The following changes in the functions y=f(x) will produce the stated shifts in the graph of y=f(x):

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Vertical and Horizontal Shifts of Graphs

Vertical and Horizontal Shifts of Graphs. Identify the basic function with a graph as below:. Vertical Shift of graphs. Discussion 1. y. f (x) = x 2. f (x) = x 2 +1. ? 1 unit. f (x) = x 2 -2. ? 2 unit. x. f (x) = x 2 -5. ? 5 unit. What about shift f(x) up by 10 unit?

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TF.03.3a - Transforming Sinusoidal Functions

TF.03.3a - Transforming Sinusoidal Functions. MCR3U - Santowski. (A) Review ? y = sin(x). Recall the appearance and features of y = sin(x) The amplitude is 1 unit The period is 2 ? rad. The equilibrium axis is at y = 0

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Basic Graphs

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1.4 Transformations

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Section 1-5

Section 1-5. Graphical Transformations. Section 1-5. vertical and horizontal translations reflections across the axes vertical and horizontal stretches and shrinks combining transformations. Vertical and Horizontal Translations. horizontal translations

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11.4 Hyperbolas

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Mrs. Thetford or Mrs. Barton will not be here today

Mrs. Thetford or Mrs. Barton will not be here today. Investigating and. Quadratic function. Non-linear function that can be written in the standard form , where A parabola is the u-shaped graph of a quadratic function The parent function of a quadratic is. Quadratic Function.

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10.4 Ellipses

10.4 Ellipses. Definitions. Ellipse: set of all points P such that the sum of the distances between P and 2 distinct fixed points, the foci, is a constant Vertices: Major Axis: Center: Co-Vertices: Minor Axis:. Standard form of Equation of Ellipse. Center is at the origin

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