'Model problem' diaporamas de présentation

How to get a PhD in Information Technology

How to get a PhD in Information Technology. Peter Eades, PhD. How to get a PhD in information technology. Six steps Find a good topic Find a good supervisor Use a good research method Give lots of good talks Write lots of good papers Write a good thesis.

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With contributions from: Michael Jacobsen, Toke Koldborg Jensen - PhD students

Large-Scale Methods in Inverse Problems Per Christian Hansen Informatics and Mathematical Modelling Technical University of Denmark. With contributions from: Michael Jacobsen, Toke Koldborg Jensen - PhD students

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Constraint Programming

Constraint Programming. Peter van Beek University of Waterloo. Applications. Reasoning tasks: abductive, diagnostic, temporal, spatial Cognitive tasks: machine vision, natural language processing Combinatorial tasks: scheduling, sequencing, planning. Constraint Programming.

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Host teacher : Beth Moore

Using Multiple Strategies to Complete Multi-step Addition and Subtraction Problems Dale City Elementary. Host teacher : Beth Moore Team Members : Beth Alvarez, Cheryl Ayres, Alise Brooks, Kathe Carney. Lesson Goals. Professional Learning Goal:

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Aim: What are Riemann Sums?

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Complexity of direct methods

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Stress & Tears

Stress & Tears. Helping Teens Cope . Britt Rathbone, LCSW-C, BCD, CGP. Anxiety. Anxiety. Fear Emotional response to real or perceived imminent threat Anxiety Anticipation of future threat Common responses Fight, flight, freeze Escape behaviors Muscle tension Vigilance Avoidance.

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Aim: What Is Implicit Differentiation and How Does It Work?

Aim: What Is Implicit Differentiation and How Does It Work?. Implicit. Do Now:. Explicit. Explicit Form . Implicit Form. Often you can solve for y in term of x. Implicit vs. Explicit. variable y is written as a function of x. derivative of y ?. Not Always!.

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Administrivia : October 12, 2009

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Tutoring Dos and Donts

Unofficial turtle of CS 5 Green. Unofficial alien of CS 42. Tutoring Dos and Donts. u. Unofficial alien of CS 5 Gold. Unofficial alien of CS 5 Black. Official sponsor of this presentation. Thank you!. Merci!. Gracias!. Danke !. Gr utoring Overview. Grading: Thursday nights at 10pm

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NEW MEXICO MATHEMATICS STANDARDS ALIGNED WITH INNOVENTURE

NEW MEXICO MATHEMATICS STANDARDS ALIGNED WITH INNOVENTURE. Strand: NUMBER AND OPERATIONS Standard: Students will understand numerical concepts and mathematical operations. 5-8 Benchmark N.3: Compute fluently and make reasonable estimates. Performance Standards.

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Aim: What is an direct variation relationship? What is an inverse variation relationship?

Aim: What is an direct variation relationship? What is an inverse variation relationship?. Do Now: Fill in the missing values for the table below:. x. 8. 24. 72. ?. 216. 400. ?. y. 4. 12. 36. 108. ?. ?. 200. Describe the relationship between x and y .

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Aim: How can we approximate the area under a curve using the Trapezoidal Rule?

Aim: How can we approximate the area under a curve using the Trapezoidal Rule?. Do Now:. Evaluate. No can do!. some elementary functions do not have antiderivatives that are elementary. Fundamental Theorem of Calculus cannot be applied. solution: must approximate. a. b. x 1. x 2. x 3.

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Aim: How to prove triangles are congruent using a 3 rd shortcut: ASA.

Aim: How to prove triangles are congruent using a 3 rd shortcut: ASA. Do Now:. Given: T is the midpoint of PQ, PQ bisects RS, and RQ ? SP. Explain how ?RTQ ? ?STP. Do Now. You are given: T is the midpoint of PQ, PQ bisects RS, and RQ ? SP. Explain how ?RTQ ? ?STP.

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Aim: How do we integrate Inverse Trig functions?

Aim: How do we integrate Inverse Trig functions?. Do Now:. Complete the square, express as the sum of two squares: x 2 + 4 x + 7. Differentiation Pairs & Integration. Integration will only require one formula for each pair. Integrals of Inverse Trig Functions. Model Problems. u = x 2.

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Ricky A. Kendall Scientific Computing and Workflows National Institute for Computational Sciences

Applications National Institute for Computational Sciences (NICS): NSF and ORNL 2011 Model Problems. Ricky A. Kendall Scientific Computing and Workflows National Institute for Computational Sciences. Enabling Transformational Science. WRF Climate.

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6.2 Multistep Inequalities

6.2 Multistep Inequalities. Objectives: State and apply the Multiplication and Division Properties of Inequality. Solve multistep inequalities in one variable. Standards Addressed: 2.8.8.C: Create and interpret inequalities that model problem situations.

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Work-based learning

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The Five Content Strands Algebra K-8

The Five Content Strands Algebra K-8. By: Natasha, Melissa, Sarah, Courtney. Algebra Standards. Should enable all students to; Understand patterns, relations, and functions Represent and analyze mathematical situations and structures using algebraic symbols

155 views • 6 slides