'Step functions' presentation slideshows

Domain Theory, Computational Geometry and Differential Calculus

Domain Theory, Computational Geometry and Differential Calculus. Abbas Edalat Imperial College London www.doc.ic.ac.uk/~ae With contributions from Andre Lieutier, Ali Khanban, Marko Krznaric and Dirk Pattinson First SQU Workshop on Topology and its Applications December 2004.

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Domain Theory and Multi-Variable Calculus

Domain Theory and Multi-Variable Calculus. Abbas Edalat Imperial College London www.doc.ic.ac.uk/~ae Joint work with Andre Lieutier, Dirk Pattinson. x. {x}. X Classical Space. DX Domain. Computational Model for Classical Spaces. A research project since 1993:

534 views • 44 slides

Relations and Functions Special Functions

Relations and Functions Special Functions. AL 2HN CCSS:F.IF.2; F.IF.7. CCSS: F.IF.2 & F.IF.7. USE function notation , EVALUATE functions for inputs in their domains , and INTERPRET statements that use function notation in terms of a context. F.IF.7.

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Graphs of Functions

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Abbas Edalat Imperial College London doc.ic.ac.uk/~ae

Data Types for Differential Equations. Abbas Edalat Imperial College London www.doc.ic.ac.uk/~ae Contains joint work with Andre Lieutier (AL) and joint work with Marko Krznaric (MK). Aim. Develop data types for ordinary differential equations.

486 views • 36 slides

Definition :

Objectives: 1. Graph Piecewise Functions 2. Determine if the function is continuous or discontinuous 3. Determine the domain for each piece of the function. Definition :. A piecewise function is a function that is a combination of one or more functions.

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Laplace Transform

Laplace Transform. BIOE 4200 . Why use Laplace Transforms?. Find solution to differential equation using algebra Relationship to Fourier Transform allows easy way to characterize systems No need for convolution of input and differential equation solution

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Lecture 14

Lecture 14. Introduction to dynamic systems Energy storage Basic time-varying signals Related educational materials : Chapter 6.1, 6.2. Review and Background. Our circuits have not contained any energy storage elements Resistors dissipate energy

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Piecewise and Step Functions

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Lecture 14

Lecture 14. Introduction to dynamic systems Energy storage Basic time-varying signals Related educational modules: Sections 2.0, 2.1. Review and Background. Our circuits have not contained any energy storage elements Resistors dissipate energy

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Warm up

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Algebra II Piecewise Functions

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Step Functions and Discontinuous Forcing Functions

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Evaluating Piecewise and Step Functions

Evaluating Piecewise and Step Functions. Today, you will: a) evaluate piecewise functions b) investigate and explain characteristics of a variety of piecewise functions including; domain, range, vertex, axis of symmetry, extrema, points of discontinuity and rates of change.

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3.9

3.9. Step Functions. Introduction.

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Graphing Greatest Integer Functions

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Algebra 2: Lesson 1.1.3 Which values are possible? Timeframe: .5 block

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