Photographic Print > Historical artwork
Photographic Print : Squaring the circle, 17th century C017 / 8003
Photo Prints from Science Photo Library
Squaring the circle, 17th century C017 / 8003
Squaring the circle. 17th-century diagram showing geometrical calculations related to the problem known as squaring the circle. Also known as quadrature of the circle, this problem involves the attempt to construct a square of the same area as a given circle using a finite number of manipulations. In 1882, it was shown that this task was impossible due to the transcendental nature of the number pi (the ratio of a circles circumference and its diameter). This diagram is from Quadratura circuli nova (New quadrature of the circle, 1608) by Thomas Brugmann
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Media ID 9210059
© MIDDLE TEMPLE LIBRARY/SCIENCE PHOTO LIBRARY
1600s 17th Century Book Circle Circular Diagram Geometrical Geometry Manuscript Mathematical Mathematics Page Problem Publication Renaissance Round Square Theorem 1608 Conundrum Impossible Squaring Transcendental
10"x10" Photo Print
Discover the intrigue of mathematical history with our exquisite photographic print of "Squaring the Circle, 17th century C017 / 8003" from the Middle Temple Library, expertly captured by Science Photo Library. This captivating image showcases a 17th-century diagram detailing geometrical calculations related to the elusive problem of squaring the circle. A mesmerizing addition to any study or office space, this print is a testament to the enduring allure of mathematical puzzles and the rich history of scientific inquiry.
Photo prints are produced on Kodak professional photo paper resulting in timeless and breath-taking prints which are also ideal for framing. The colors produced are rich and vivid, with accurate blacks and pristine whites, resulting in prints that are truly timeless and magnificent. Whether you're looking to display your prints in your home, office, or gallery, our range of photographic prints are sure to impress. Dimensions refers to the size of the paper in inches.
Our Photo Prints are in a large range of sizes and are printed on Archival Quality Paper for excellent colour reproduction and longevity. They are ideal for framing (our Framed Prints use these) at a reasonable cost. Alternatives include cheaper Poster Prints and higher quality Fine Art Paper, the choice of which is largely dependant on your budget.
Estimated Product Size is 25.4cm x 25.4cm (10" x 10")
These are individually made so all sizes are approximate
Artwork printed orientated as per the preview above, with landscape (horizontal) or portrait (vertical) orientation to match the source image.
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EDITORS COMMENTS
This print showcases a 17th-century diagram titled "Squaring the Circle" which delves into the intricate world of geometrical calculations. The diagram, originating from Thomas Brugmann's publication "Quadratura circuli nova" in 1608, explores the enigmatic problem known as squaring the circle or quadrature of the circle. In this mesmerizing illustration, we witness an attempt to construct a square with an equal area to that of a given circular shape using only finite manipulations. However, it was later proven in 1882 that achieving such a feat is impossible due to the transcendental nature of pi – the ratio between a circle's circumference and its diameter. As we delve into this historical artifact, we are transported back to the Renaissance era when mathematical conundrums like these fascinated scholars and mathematicians alike. This manuscript serves as a testament to their relentless pursuit of knowledge and understanding within geometry. The intricate details captured on this page evoke curiosity about ancient mathematical techniques and highlight how mathematics has evolved over time. It stands as both artwork and scientific documentation, shedding light on centuries-old theories and challenging our perception of what is possible within geometric realms. Thanks to Middle Temple Library/Science Photo Library for preserving this piece of history and allowing us to explore its profound significance in unraveling one of mathematics' most enduring mysteries.
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