## Right Triangles in a Square

- Find the smallest square which can be divided into unique (non-identical)
right triangles, such that all sides of the triangles are integers.

- Find the smallest square which can be divided into non-similar right
triangles, such that all sides of the triangles are integers.

- Find the smallest square which can be divided into 8 non-similar right
triangles, such that all sides of the triangles are integers.

Source: Denis Borris.

Solution

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