'Regular solids' diaporamas de présentation

Atoms and Stars IST 2420

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Matter

Matter. Physical and Chemical Properties of Matter 2012. What is Matter?. Anything that has mass and takes up space (volume). Examples of matter:. LAW OF CONSERVATION OF MATTER. MATTER CANNOT BE CREATED OR DESTROYED IT JUST CHANGES FROM ONE FORM TO ANOTHER. ( MATTER GETS RECYCLED ).

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Platonic Solids And Zome System

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Platonic Solids Regular Polyhedra

Platonic Solids Regular Polyhedra. Polygons. Polygons are simple closed plane figures made with three or more line segments. Polygons cannot be made with any curves. Polygons are named according to their number of line segments, or sides. Regular Polygons.

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***METRICS***

***METRICS***. Measurement. What is measurement? any standard of comparison, estimation, or judgment. Why do we measure things? To give information

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One of the Most Charming Topics in Geometry

One of the Most Charming Topics in Geometry. Polyhedra Olivia Sandoval & Ping-Hsiu Lee Rice University Math Leadership Institute June 28, 2007. Goal. To develop a deeper understanding of polyhedra and be able to apply the knowledge into the classroom setting.

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One of the Most Charming Topics in Geometry

One of the Most Charming Topics in Geometry. Polyhedra Olivia Sandoval & Ping-Hsiu Lee Rice University Math Leadership Institute June 28, 2007. Goal. To develop a deeper understanding of polyhedra and be able to apply the knowledge into the classroom setting.

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PHILOSOPHY OF SCIENCE by Armahedi Mahzar

PHILOSOPHY OF SCIENCE by Armahedi Mahzar. WEEK 3 SYSTEMATIC External Aspect. Last Week SYSTEMATICS Science as it seen by a scientist. Explicit Aspects Objects Structure Character Methods Processes. ICAS Jakarta 2003. SYSTEMATICS Science as seen by non-scientist. External Aspects

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Pythagoras of Samos about 569 BC - about 475 BC

Pythagoras of Samos about 569 BC - about 475 BC.

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How geometry informed cosmology in antiquity and the middle ages University of Lincoln 22 January 2012 Robert Grossetest

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Our Discussion Goals

Our Discussion Goals . To define quantitative observations. Define the measurements of length, mass, and volume. To identify the basic types of measurements we will use in this class. What is a quantitative observation?.

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(1-2) Standards of measurement

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Matter: Properties, Changes and Density

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ISOMETRIC PROJECTIONS

ISOMETRIC PROJECTIONS. ISOMETRIC PROJECTIONS.

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The Metric System

The Metric System. The International System of Units (SI). Units. Length- meters (m) Volume (space)- liter (l) Mass (similar to weight)- grams (g). Units in the Metric System (or SI). Abbreviations in the Metric System. Prefixes. Kilo (k) (1000). Hecto (h) (100). Deka (dk) (10).

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Determining Density

Determining Density. In order to be able to determine densities we should learn:. Units Measurement of Length Measurement of Volume Measuring Mass and Weight. Units. SI Units

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Matter: Properties and Changes

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Materials : Density

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The Geometry of Cells The effects of Surface Area to Volume Ratio on Cell Size

The Geometry of Cells The effects of Surface Area to Volume Ratio on Cell Size. By the James E. Taylor HS team of Julie Cooper, Bekki George, Consie Javor, and Carolynn Raper. Objective. To investigate the relationship of the size and shape of cells to the surface area to volume ratio.

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Pythagoras

Pythagoras. Presented by Christian Cathey. Life. Born on the island of Samos in Greece approximately 570 B.C. An expert in many areas, including reincarnation and religious rituals. Lived an extremely disciplined life which involved dietary restrictions, religious rituals, and self-control.

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