Pythagorean Theorem
Mathematics · Mechanical Interaction
- Dimensions1800*200×1000mm
- PresentationMechanical Interaction
- PricingQuoted by manufacture spec
Pythagorean Theorem is a hands-on, mechanical & electromechanical interactive exhibit manufactured by Hefei Panda for science centers, children’s museums, discovery centers, STEM learning centers and family entertainment centers. Engineered for durable, robust, low-maintenance, high-traffic gallery installation, it turns abstract scientific concepts into direct, interactive visitor exploration. Hefei Panda is a global exhibit manufacturer exporting hands-on science displays to 50+ countries, with in-house engineering, fabrication, installation and commissioning.
Exhibit Summary
Pythagorean Theorem is a Mechanical Interaction interactive exhibit in the Mathematics category, designed for science centers, children’s museums, discovery centers, STEM learning centers and family entertainment centers. Built as a hands-on, mechanical & electromechanical display, it turns an abstract scientific concept into direct, interactive visitor exploration, and is engineered for durable, low-maintenance, high-traffic gallery use.
Scientific Principle
Pythagorean Theorem: The sum of the squares of the two right-angled sides of a right triangle is equal to the square of the hypotenuse, that is: a 2 + b 2 = c 2 .
Operation
The display is equipped with three turntables. Inside the turntable are triangle models, namely acute triangle, right triangle and obtuse triangle. Each side of the triangle corresponds to a square (the area of the square represents the square of the side) container, and the square with the long side is filled with colored liquid. By rotating the turntable, watch that the liquid in the square on the long side of the right triangle just fills the squares on the other two short sides. The water in the square on the long side of the acute triangle can not only fill the squares on the other two short sides, but there is still a surplus. The water in the square with the long side of the obtuse triangle cannot fill the squares with the other two short sides. Rotate the three turntables respectively, compare and watch the relationship between the liquid volumes of the large square and the two small squares in different containers, and grasp a 2 + b 2 = c 2 .
Export-Ready Features
- Durable, robust construction for high-traffic gallery environments
- Low-maintenance electromechanical design with reliable, safe components
- Custom sizing, theming & multilingual labeling available
- OEM & turnkey exhibit solutions with full project management
- Overseas shipping, export documentation & on-site installation supported
- Shipped to science centers and museums in 50+ countries