Well, I'm still stuck on the right triangle math stuff. Check this out...
Patrick brought up the size of the Sun. In the context he was bringing it up in, it's completely irrelevant because the angles involved are all calculated from the point in the center of the Sun, regardless of how big it is.
BUT!
Let's think about the size of the Sun, shall we?
Let's draw another right triangle.
View attachment 26442
This time, instead of running side b along the surface of the Earth, that side will represent the distance between the Earth and the center of the Sun (i.e. 3000 miles according to FET).
The average angular diameter of the Sun is 32.15 minutes of arc.
That's all the information we need to calculate the size of the Sun. We do it by stacking two right triangles like so...
View attachment 26443
We already have the number for side b (3000). Angle A is half of the angular diameter.
32.15 minutes of arc converted to degrees is .53583°
Angle A then equals .53583°/2 = .267815°
Using the calculator found
HERE we get side a = 28.1 miles
Double that to get the size of the Sun...
28.1 x 2 = 56.2
The Sun, according the the Flat Earth Theory is 56.2 miles across.
That's just about the same as the distance between Denver and Colorado Springs.
Also, just to reiterate a point that has been made on this thread a million times before, the constant angular size of the Sun is proof that it is not vanishing at some supposed vanishing point due to perspective. The variation in the angular diameter of the Sun happens over an entire year's worth of time and varies less than 1 full minute of arc (<1/60th of a degree). The entire idea of perspective has to do with the angular diameter of an object getting smaller and smaller with distance. Since the Sun does not do that, the perspective theory is out the window and you'd be stupid to stick with it, which every single solitary Flat Earther will do.
Clete