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Fine Art Print : Pythagoras (c. 580-500 BC)

Pythagoras (c. 580-500 BC)



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Pythagoras (c. 580-500 BC)

Pythagoras founded a secretive, mystic cult which tried to describe the universe in terms of numbers. He found that there is no whole fraction or rational number that is the square root of 2. He taught the Pythagorean theorem:- the squared hypoteneuse length of a right-angled triangle is equal to the sum of the squares of its two other sides. He discovered that the note from a plucked string is proportional to its length and tension. He taught that the Earth is spherical, that all heavenly bodies did not move uniformly and that the morning and evening stars are the same object (Venus). Taken from a 14th century fresco

Science Photo Library features Science and Medical images including photos and illustrations

Media ID 6334019

© Sheila Terry

Fresco Greece Greek Math Mathematician Mathematics Music Theory Philosopher Philosophy Historical Figure Pythagorean Theorem


20"x16" (+3" Border) Fine Art Print

Discover the captivating world of ancient knowledge with our Fine Art Prints from Media Storehouse. This exquisite piece showcases Pythagoras (c. 580-500 BC), the renowned Greek philosopher and mathematician, as depicted in this captivating image from Science Photo Library. Known for founding a secretive cult that sought to explain the universe through the language of numbers, Pythagoras is famously remembered for his groundbreaking theorem and his inability to find a rational square root for the number 2. Bring the wisdom of the past into your modern space with this beautiful and thought-provoking addition to your home or office decor.

20x16 image printed on 26x22 Fine Art Rag Paper with 3" (76mm) white border. Our Fine Art Prints are printed on 300gsm 100% acid free, PH neutral paper with archival properties. This printing method is used by museums and art collections to exhibit photographs and art reproductions.

Our fine art prints are high-quality prints made using a paper called Photo Rag. This 100% cotton rag fibre paper is known for its exceptional image sharpness, rich colors, and high level of detail, making it a popular choice for professional photographers and artists. Photo rag paper is our clear recommendation for a fine art paper print. If you can afford to spend more on a higher quality paper, then Photo Rag is our clear recommendation for a fine art paper print.

Estimated Image Size (if not cropped) is 36.7cm x 50.8cm (14.4" x 20")

Estimated Product Size is 55.9cm x 66cm (22" x 26")

These are individually made so all sizes are approximate

Artwork printed orientated as per the preview above, with portrait (vertical) orientation to match the source image.


EDITORS COMMENTS
This print showcases the enigmatic figure of Pythagoras, a renowned mathematician and philosopher who lived between 580-500 BC. Known for founding a secretive and mystic cult, Pythagoras delved into the realm of numbers to unravel the mysteries of the universe. His most significant discovery was that there is no whole fraction or rational number that represents the square root of 2. Pythagoras also imparted his profound knowledge through teachings such as the famous Pythagorean theorem, which states that in a right-angled triangle, the square of the hypotenuse's length is equal to the sum of squares of its other two sides. Moreover, he uncovered an intriguing connection between musical notes and their corresponding string lengths and tension. In addition to his mathematical prowess, Pythagoras had remarkable astronomical insights. He believed in a spherical Earth and recognized that celestial bodies did not move uniformly across the sky. Furthermore, he astutely observed that both morning and evening stars were actually one entity – Venus. This stunning portrait from a 14th-century fresco captures Pythagoras' essence as a historical figure whose contributions spanned mathematics, philosophy, music theory, and astronomy. It serves as an evocative reminder of his enduring legacy in shaping our understanding of these disciplines throughout history.

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