Year
Making Connections Between Ancient Greece and the Modern World
Scientists

Databases

Start your research by typing the name of your significant individual into the following databases. Remember to check the 'Best Websites' section of Encyclopaedia Britannica whilst you are in the database.

To watch a tutorial on how to navigate Encyclopaedia Britannica, please click here.

Resource Key

When accessing content use the numbers below to guide you:

LEVEL 1

brief, basic information laid out in an easy-to-read format. May use informal language. (Includes most news articles)

LEVEL 2

provides additional background information and further reading. Introduces some subject-specific language.

LEVEL 3

lengthy, detailed information. Frequently uses technical/subject-specific language. (Includes most analytical articles)

Websites

Type the name of your significant individual into the following websites. 

Greek Scientists

Salata, Mark. (September 6, 2012). How taking a bath led to Archimedes’ Principle [video file].. Retrieved November 5, 2015, from https://www.youtube.com/watch?v=ijj58xD5fDI

CloudBiography. (May 29, 2012). Euclid Biography [video file]. Retrieved November 5, 2015, from https://www.youtube.com/watch?v=AxAqvBZrbMY

Socratica. (August 20, 2013). Euclid: Biography of a Great Thinker [video file]. Retrieved November 5, 2015, from https://www.youtube.com/watch?v=440gbGszjk8

Light Fantastic

Included in Pt 1: Empedocles' idea, that we see objects because light streams out of our eyes and touches them, became the fundamental basis on which mathematicians would construct some of the most important theories on light and vision. Euclid's Optics expanded this idea to make an important breakthrough: We know in our minds that a faraway building is bigger, yet it is possible to position a finger such that our eye tells us they are of similar size. Euclid's elegant solution was that the eye and both the tops of finger and building must lie on the same line - thus the rays from the eye must follow straight lines; the new discipline of geometry could thus make predictions and solve problems of light and optics.

Pythagoras' Theorem

21 min.In this Australian-made, curriculum fit program we discover Pythagoras' Theorem and see how it is used to solve real world problems by finding unknown values in right-angled triangles. And who better to introduce and demonstrate the theorem than Pythagoras himself?

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