'Sine curve' diaporamas de présentation

Waves transmit energy through space and time.

Waves transmit energy through space and time.

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Chapter 15 Functions and graphing

Chapter 15 Functions and graphing. Bjarne Stroustrup www.stroustrup.com/Programming. Abstract. Here we present ways of graphing functions and data and some of the programming techniques needed to do so, notably scaling. . Note. This course is about programming

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SUBMARINES

Overview (10.1). SUBMARINES. 200+ Years Old (Turtle (1775) and Hunley (1864)) Navy mostly uses submarines (indefinite underwater endurance) Commercial industry uses submersibles (limited endurance) Expensive but stealthy!

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Part 4, Set 2: Periodic functions & Trig Identities

Part 4, Set 2: Periodic functions & Trig Identities.

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Inverse Trig Functions By Richard Gill

Inverse Trig Functions By Richard Gill. Supported in Part by a Grant from VCCS LearningWare. Let us begin with a simple question:. What is the first pair of inverse functions that pop into YOUR mind?.

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CHAPTER 11

CHAPTER 11. Op-Amp Applications. Objectives. Describe and Analyze: Audio mixers Integrators Differentiators Peak detectors Comparators Other applications Troubleshooting. Introduction.

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WAVES

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Graphs of Sine and Cosine

Graphs of Sine and Cosine. Section 4.5. Sine Curve. 1. ?. 2?. -1. Key Points:. 0. ?. 2?. Value:. 1. 0. -1. 0. 0. Cosine Curve. 1. ?. 2?. -1. Key Points:. 0. ?. 2?. Value:. 0. -1. 1. 1. 0. Equations. For the rest of this section, we will be graphing:

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Starter

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Consider the function

slope. Consider the function. We could make a graph of the slope:. Now we connect the dots!. The resulting curve is a cosine curve. slope. We can do the same thing for. The resulting curve is a sine curve that has been reflected about the x-axis. Derivative of y=sinx.

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4.5 Graphs of Sine and Cosine Functions

4.5 Graphs of Sine and Cosine Functions. Students will sketch the graphs of basic sine and cosine functions. Students will use amplitude and period to help sketch the graphs of sine and cosine functions. Students will sketch translations of graphs of sine and cosine functions.

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Half Is Better

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ET 5.4a: Copy Formulas

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Chapter 13: Sound

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CONCEPTUAL PHYSICS

CONCEPTUAL PHYSICS. Vibrations and Waves. Vibration: a wiggle in time Wave: a wiggle in space and time. Cannot exist in one place, must extend from one place to another. http://www.stmary.ws/highschool/physics/home/videos/wave2.html Vibration of a pendulum

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CURVE WITH NONLINEAR CHANGE OF CURVATURE - 3D MODELING

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The Sine Curve

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Waves

Waves. Masses on a String. Equal masses on a massless string Displacements y i Separation a Constraints y 0 = y n+1 = 0 Potential from string tension Longitudinal problem is similar Displacements in x Replace tension with elastic springs. y 1. y n. y 0. y n+1. y 2. y 3. a.

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13 -4 The Sine Function

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Definitions

Crests (Peaks): One of the places in a wave where the wave is highest or the disturbance is the greatest. Troughs (Valleys): One of the places in a wave where the wave is lowest or the disturbance is the greatest in the opposite direction from the wave. Definitions.

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