Pythagoras Theorem Proof
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The product demonstrates the Pythagoras Theorem in a visually engaging way for students learning mathematics. It is particularly beneficial for blind kids who can understand this concept through tactile means. At its core, the central triangle measures 3cm on one side and 4cm on the other, with the diagonal measuring 5cm. Applying the Pythagoras Theorem, we get 3 squared plus 4 squared equals 5 squared, which translates to 9 plus 16 equals 25. To solidify this concept, the user is instructed to print out 25 cubes that perfectly fit into a square adjacent to the diagonal and also snugly fit within the squares adjacent to the other two sides. This exercise visually proves the theorem, leaving no doubt in the minds of students about its validity.
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