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Quadrant being used to obtain the altitude of a tower. From Sebastian Munster Rudimenta Mathematica
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Quadrant being used to obtain the altitude of a tower. From Sebastian Munster Rudimenta Mathematica
Quadrant being used to obtain the altitude of a tower. From Sebastian Munster Rudimenta Mathematica, Basle, 1551. Woodcut
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Media ID 9767667
© Universal History Archive/Universal Images Group
1551 Altitude Basle Instrument Mathematica Mathematical Measurement Munster Obtain Quadrant Sebastian Surveying Tower Woodcut
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This print showcases a historic woodcut from Sebastian Munster's Rudimenta Mathematica, published in Basle in 1551. The image depicts the use of a quadrant instrument to determine the altitude of a towering structure. In this scene, surveyors are seen employing this ingenious device to measure and obtain accurate data about the height of the tower. The quadrant, an essential tool for mathematical calculations and surveying during that era, is held by one of the figures with great precision and concentration. Its intricate design allows for precise measurements using angles and trigonometry principles. By aligning the instrument with specific points on the tower, these early mathematicians were able to calculate its exact altitude. Sebastian Munster's work revolutionized mathematical understanding during his time and continues to be highly regarded today. This woodcut serves as a testament to his dedication in advancing scientific knowledge through detailed illustrations like this one. As we gaze upon this remarkable piece of history captured by Universal Images Group (UIG), we are transported back in time to witness how ancient scholars utilized their ingenuity and expertise in measuring structures accurately. It reminds us of our human quest for knowledge and our continuous efforts towards progress in various fields such as mathematics, engineering, and architecture.
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