19 results for your search
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Mathematica, Geometrical Construction: The Fruit of Persistent Research
directed by An Sangmin, fl. 2012; produced by Kim Hyungjoon, fl. 2012, in Mathematica (Arlington, VA: Public Broadcasting Service, 2012), 10 mins
The ancient Egyptians, tasked with measuring the area of agricultural land around the Nile, used a variety of tools: ropes, poles, and rulers. Their calculations and measurements were very accurate and their skills unrivaled. With these skills, they were able to construct some of the grandest architectural marvels...
Sample
directed by An Sangmin, fl. 2012; produced by Kim Hyungjoon, fl. 2012, in Mathematica (Arlington, VA: Public Broadcasting Service, 2012), 10 mins
Description
The ancient Egyptians, tasked with measuring the area of agricultural land around the Nile, used a variety of tools: ropes, poles, and rulers. Their calculations and measurements were very accurate and their skills unrivaled. With these skills, they were able to construct some of the grandest architectural marvels the world has seen, the Pyramids.
Field of Study
Education
Content Type
Instructional material
Contributor
Kim Hyungjoon, fl. 2012
Author / Creator
An Sangmin, fl. 2012
Date Published / Released
2012
Publisher
Public Broadcasting Service
Series
Mathematica
Person Discussed
Euclid, 323 BC-283 BC
Topic / Theme
Content Areas: Social Sciences, Content Areas: Mathematics, Greeks, Egyptians
Copyright Message
Copyright © 2012 Educational Broadcasting System
Series
Mathematica
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Mathematica, Part 1, The Endless Mystery of π (part 1)
directed by An Sangmin, fl. 2012; produced by Kim Hyungjoon, fl. 2012, in Mathematica, Part 1 (Arlington, VA: Public Broadcasting Service, 2012), 11 mins
Every circle in the world contains π. What do you think of when you think of π? Like the pies we eat, everything round has something to do with the number π.
Sample
directed by An Sangmin, fl. 2012; produced by Kim Hyungjoon, fl. 2012, in Mathematica, Part 1 (Arlington, VA: Public Broadcasting Service, 2012), 11 mins
Description
Every circle in the world contains π. What do you think of when you think of π? Like the pies we eat, everything round has something to do with the number π.
Field of Study
Education
Content Type
Instructional material
Contributor
Kim Hyungjoon, fl. 2012
Author / Creator
An Sangmin, fl. 2012
Date Published / Released
2012
Publisher
Public Broadcasting Service
Series
Mathematica
Topic / Theme
Content Areas: Mathematics
Copyright Message
Copyright © 2012 Educational Broadcasting System
Series
Mathematica
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Mathematica, Part 2, The Endless Mystery of π (part 2)
directed by An Sangmin, fl. 2012; produced by Kim Hyungjoon, fl. 2012, in Mathematica, Part 2 (Arlington, VA: Public Broadcasting Service, 2012), 8 mins
The round Earth on which we live is full of circles. Long ago, humans began to realize the importance of circles and their relevance to daily life.
Sample
directed by An Sangmin, fl. 2012; produced by Kim Hyungjoon, fl. 2012, in Mathematica, Part 2 (Arlington, VA: Public Broadcasting Service, 2012), 8 mins
Description
The round Earth on which we live is full of circles. Long ago, humans began to realize the importance of circles and their relevance to daily life.
Field of Study
Education
Content Type
Instructional material
Contributor
Kim Hyungjoon, fl. 2012
Author / Creator
An Sangmin, fl. 2012
Date Published / Released
2012
Publisher
Public Broadcasting Service
Series
Mathematica
Person Discussed
Archimedes, of Syracuse, 287 BC-212 BC, Ludolph van Ceulen, 1540-1610, Zu Chongzhi, 0429-0500
Topic / Theme
Content Areas: Mathematics
Copyright Message
Copyright © 2012 Educational Broadcasting System
Series
Mathematica
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Mathematica, Part 4, The Secret of the Right Triangle and the Pythagorean Theorem (part 2)
directed by An Sangmin, fl. 2012; produced by Kim Hyungjoon, fl. 2012, in Mathematica, Part 4 (Arlington, VA: Public Broadcasting Service, 2012), 10 mins
This is the mathematical story about the Pythagorean Theory in modern times. If a building is on fire and the fire truck’s ladder needs to reach the top floor, how do we know which ladder to use?
Sample
directed by An Sangmin, fl. 2012; produced by Kim Hyungjoon, fl. 2012, in Mathematica, Part 4 (Arlington, VA: Public Broadcasting Service, 2012), 10 mins
Description
This is the mathematical story about the Pythagorean Theory in modern times. If a building is on fire and the fire truck’s ladder needs to reach the top floor, how do we know which ladder to use?
Field of Study
Education
Content Type
Instructional material
Contributor
Kim Hyungjoon, fl. 2012
Author / Creator
An Sangmin, fl. 2012
Date Published / Released
2012
Publisher
Public Broadcasting Service
Series
Mathematica
Person Discussed
Pythagoras, 0580-0490
Topic / Theme
Content Areas: Social Sciences, Content Areas: Mathematics, Korean
Copyright Message
Copyright © 2012 Educational Broadcasting System
Series
Mathematica
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Mathematica, Part 5, The Binary World of Zeroes and Ones
directed by An Sangmin, fl. 2012; produced by Kim Hyungjoon, fl. 2012, in Mathematica, Part 5 (Arlington, VA: Public Broadcasting Service, 2012), 10 mins
Embark on a journey into a binary world, one in which there are only two numbers: one and zero.
Sample
directed by An Sangmin, fl. 2012; produced by Kim Hyungjoon, fl. 2012, in Mathematica, Part 5 (Arlington, VA: Public Broadcasting Service, 2012), 10 mins
Description
Embark on a journey into a binary world, one in which there are only two numbers: one and zero.
Field of Study
Education
Content Type
Animation
Contributor
Kim Hyungjoon, fl. 2012
Author / Creator
An Sangmin, fl. 2012
Date Published / Released
2012
Publisher
Public Broadcasting Service
Series
Mathematica
Topic / Theme
Content Areas: Social Sciences, Content Areas: Mathematics, Chinese
Copyright Message
Copyright © 2012 Educational Broadcasting System
Series
Mathematica
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Mathematica, Part 6, The Mysteries of Multiplication and Exponents
directed by An Sangmin, fl. 2012; produced by Kim Hyungjoon, fl. 2012, in Mathematica, Part 6 (Arlington, VA: Public Broadcasting Service, 2012), 10 mins
Have you ever wished that there was a short cut for multiplying the same number over and over again? Try exponents!
Sample
directed by An Sangmin, fl. 2012; produced by Kim Hyungjoon, fl. 2012, in Mathematica, Part 6 (Arlington, VA: Public Broadcasting Service, 2012), 10 mins
Description
Have you ever wished that there was a short cut for multiplying the same number over and over again? Try exponents!
Field of Study
Education
Content Type
Animation
Contributor
Kim Hyungjoon, fl. 2012
Author / Creator
An Sangmin, fl. 2012
Date Published / Released
2012
Publisher
Public Broadcasting Service
Series
Mathematica
Person Discussed
René Descartes, 1596-1650
Topic / Theme
Content Areas: Mathematics
Copyright Message
Copyright © 2012 Educational Broadcasting System
Series
Mathematica
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Mathematica, Part 7, Equations: the Mathematics of Curiosity
directed by An Sangmin, fl. 2012; produced by Kim Hyungjoon, fl. 2012, in Mathematica, Part 7 (Arlington, VA: Public Broadcasting Service, 2012), 9 mins
An introduction to equations: using mathematics to solve the unknown.
Sample
directed by An Sangmin, fl. 2012; produced by Kim Hyungjoon, fl. 2012, in Mathematica, Part 7 (Arlington, VA: Public Broadcasting Service, 2012), 9 mins
Description
An introduction to equations: using mathematics to solve the unknown.
Field of Study
Education
Content Type
Animation
Contributor
Kim Hyungjoon, fl. 2012
Author / Creator
An Sangmin, fl. 2012
Date Published / Released
2012
Publisher
Public Broadcasting Service
Series
Mathematica
Person Discussed
René Descartes, 1596-1650
Topic / Theme
Content Areas: Mathematics
Copyright Message
Copyright © 2012 Educational Broadcasting System
Series
Mathematica
×
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Mathematica, Part 8, The Trigonometric Ratio: The Key to Drawing the Skies
directed by An Sangmin, fl. 2012; produced by Kim Hyungjoon, fl. 2012, in Mathematica, Part 8 (Arlington, VA: Public Broadcasting Service, 2012), 9 mins
In ancient times, seeding and harvest time were determined according to the movement of the stars. For this reason, it was of the utmost importance that people studied the sky. These studies led to the discovery of the Trigonometric Ratio; a key to understanding right triangles.
Sample
directed by An Sangmin, fl. 2012; produced by Kim Hyungjoon, fl. 2012, in Mathematica, Part 8 (Arlington, VA: Public Broadcasting Service, 2012), 9 mins
Description
In ancient times, seeding and harvest time were determined according to the movement of the stars. For this reason, it was of the utmost importance that people studied the sky. These studies led to the discovery of the Trigonometric Ratio; a key to understanding right triangles.
Field of Study
Education
Content Type
Animation
Contributor
Kim Hyungjoon, fl. 2012
Author / Creator
An Sangmin, fl. 2012
Date Published / Released
2012
Publisher
Public Broadcasting Service
Series
Mathematica
Person Discussed
Hipparchos, 190 BC-120 BC, Claudius Ptolemy, 0100-0170
Topic / Theme
Content Areas: Social Sciences, Content Areas: Mathematics
Copyright Message
Copyright © 2012 Educational Broadcasting System
Series
Mathematica
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Mathematica, Part 9, Finding the Centers of Circles Inscribed or Circumscribed with Triangles
directed by An Sangmin, fl. 2012; produced by Kim Hyungjoon, fl. 2012, in Mathematica, Part 9 (Arlington, VA: Public Broadcasting Service, 2012), 10 mins
There’s a treasure map that says the treasure lies buried at a spot equidistant from points A, B, and C. If you were on this island, how would find the treasure? The answer involves finding the circumcenter of a triangle.
Sample
directed by An Sangmin, fl. 2012; produced by Kim Hyungjoon, fl. 2012, in Mathematica, Part 9 (Arlington, VA: Public Broadcasting Service, 2012), 10 mins
Description
There’s a treasure map that says the treasure lies buried at a spot equidistant from points A, B, and C. If you were on this island, how would find the treasure? The answer involves finding the circumcenter of a triangle.
Field of Study
Education
Content Type
Animation
Contributor
Kim Hyungjoon, fl. 2012
Author / Creator
An Sangmin, fl. 2012
Date Published / Released
2012
Publisher
Public Broadcasting Service
Series
Mathematica
Topic / Theme
Content Areas: Mathematics
Copyright Message
Copyright © 2012 Educational Broadcasting System
Series
Mathematica
×
See details
Mathematica, Part 10, The Endless World of Irrational Numbers
directed by An Sangmin, fl. 2012; produced by Kim Hyungjoon, fl. 2012, in Mathematica, Part 10 (Arlington, VA: Public Broadcasting Service, 2012), 10 mins
Our world is vast and space is virtually unending. Yet, there’s another endless world, one of numbers. Venture into the vast world of real numbers, where rational and irrational numbers come together.
Sample
directed by An Sangmin, fl. 2012; produced by Kim Hyungjoon, fl. 2012, in Mathematica, Part 10 (Arlington, VA: Public Broadcasting Service, 2012), 10 mins
Description
Our world is vast and space is virtually unending. Yet, there’s another endless world, one of numbers. Venture into the vast world of real numbers, where rational and irrational numbers come together.
Field of Study
Education
Content Type
Animation
Contributor
Kim Hyungjoon, fl. 2012
Author / Creator
An Sangmin, fl. 2012
Date Published / Released
2012
Publisher
Public Broadcasting Service
Series
Mathematica
Person Discussed
Pythagoras, 0580-0490
Topic / Theme
Content Areas: Mathematics
Copyright Message
Copyright © 2012 Educational Broadcasting System
Series
Mathematica
×
