this post was submitted on 25 Jan 2024
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math

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[โ€“] mozz@mbin.grits.dev 2 points 9 months ago (1 children)

Specifically this part:

it is naturally understood that circles and their arcs cannot be drawn without the compass

Some straight-line constructions, you might or might not need a compass to locate properly in order to draw them. But as the tools are usually defined for these kinds of constructions, actually drawing the circle without a compass is not possible.

[โ€“] solrize@lemmy.world 4 points 9 months ago

Well. If you can find the center of the inscribed circle and its tangent points on the triangle, that might be what OP wanted.