Definition:Primitive Pythagorean Triangle
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Definition
A primitive Pythagorean triangle is a Pythagorean triangle whose sides form a primitive Pythagorean triple.
Examples
$3-4-5$ Triangle
The triangle whose sides are of length $3$, $4$ and $5$ is a primitive Pythagorean triangle.
$5-12-13$ Triangle
The triangle whose sides are of length $5$, $12$ and $13$ is a primitive Pythagorean triangle.
$7-24-25$ Triangle
The triangle whose sides are of length $7$, $24$ and $25$ is a primitive Pythagorean triangle.
$693-1924-2045$ Triangle
The triangle whose sides are of length $693$, $1924$ and $2045$ is a primitive Pythagorean triangle.