'Focus 1' diaporamas de présentation

Webinar June 25, 2014 Cricket Mitchell, PhD Senior Associate, CiMH

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The Six Thinking Hats in Detail

The Six Thinking Hats in Detail. The Blue Hat. The Blue Hat. FACILITATOR ROLE The role of the facilitator Focuses and refocuses thinking Makes calls for the group to make decisions. The Blue Hat. Questions How do we sequence the events Explain? Summarize. What is your conclusion?

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Webinar June 25, 2014 Cricket Mitchell, PhD Senior Associate, CiMH

411 views • 41 slides

Developing a Framework for Mathematical Knowledge for Teaching at the Secondary Level

Developing a Framework for Mathematical Knowledge for Teaching at the Secondary Level. The Association of Mathematics Teacher Educators (AMTE)? Eleventh Annual Conference Irvine, CA January 27, 2007 Mid Atlantic Center for Mathematics Teaching and Learning

441 views • 31 slides

Developing a Framework for Mathematical Knowledge for Teaching at the Secondary Level

Developing a Framework for Mathematical Knowledge for Teaching at the Secondary Level. The Association of Mathematics Teacher Educators (AMTE)? Eleventh Annual Conference Irvine, CA January 27, 2007 Mid Atlantic Center for Mathematics Teaching and Learning

320 views • 31 slides

Homework Log

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Section 10.1 Parabolas

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Conic Sections: The parabola

Conic Sections: The parabola. Colleen Beaudoin For FCIT. Parabola. Review: The geometric definition relies on a cone and a plane intersecting it. Algebraic definition: All points that are equidistant from a given line (the directrix)and a fixed point not on the directrix (the focus).

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10.1 Circles and Parabolas

10.1 Circles and Parabolas. Conic Sections Parabolas, circles, ellipses, hyperbolas. 6.1 Circles. A circle is a set of points in a plane that are equidistant from a fixed point. The distance is called the radius of the circle, and the fixed point is called the center.

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Homework Log

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The Parabola 10.1

The Parabola 10.1. Parabola. Directrix. Focus. Axis of Symmetry. Vertex. Definition of a Parabola. A Parabola is the set of all points in a plane that are equidistant from a fixed line (the directrix) and a fixed point (the focus) that is not on the line.

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Parabolas

Parabolas. Objective: Be able to identify the vertex, focus and directrix of a parabola and create an equation for a parabola. Thinking Skill: Explicitly assess information and draw conclusions. Warm Up: Please pick up the three sheets on the podium & complete the half sheet warm-up.

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Title Name Affiliation

Title Name Affiliation. FOCUS 1. FOCUS 2. FOCUS 3. Computational Methods for Strongly Correlated Materials. Correlated Organic & Ferroelectric Materials. Superconducting Materials. Some Title.

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Applications :

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