That seems to calculating degrees of latitude assuming a globe. I didn't see a single thing in there about measuring the radius of the earth. Odd. It's like you continue answering questions I am not asking...
Yes as far as I know, they measured the "length" of three degrees at the equator.
Undoubtedly they measured their degrees by taking either sun sightings, or more likely star sightings.
The length of a degree of latitude at the equator is 68.71 miless, so 3° would be 206.13 miles.
So, if the earth is flat and (to keep calculations simple) we can calculate the sun height as
206.13/tan(3°) = 3,933 miles.There are two things to note:
Firstly, we are told that the sun is around 3,200 miles high, and repeating the above calculation for the range 0° - 45°, you do get 3,105 miles.
Secondly, 3,933 miles looks suspicially like the
radius of the globe earth - a coincidence?
So how do Flat Earthers explain the sun height of
3,933 miles when measured over 3° at the equator, but
3,105 miles measured over 0° - 45°?
It's the same sun, so it must be at the same height.
Yes I know, just ignore it and hope it goes away, but it won't. That's only half the story - you try the same calculation for the range 0° - 75°.