What part of this are you struggling to understand?
Horizons are flat. Not curved.
Fact. Horizons are flat, level, straight, zero degree's of measurable curvature to it. No matter if you are a few feet of the ground of 121,000 ft of the ground. Flat, level, straight horizon.
"How many flat horizons does it take to shape a ball with the circumference of 25,000 miles?"
25,000 miles in circumference is the accepted claim of the size of ball earth. This figure will never and can never change.
Now, in case you missed grade 1 basic geometry about shapes, edges and faces. You should be familiar with the fact that a sphere/ball has no edges, no faces and no vertices.
On the surface of a sphere, however, there are no straight lines.
Balls are curved and have ZERO straight lines to them. The curvature of the ball earth is 8 inches per mile squared. This is formulated using basic spherical trigonometry and the claimed circumference of 25,000 miles.
So, how many flat, level, straight horizons does it take to shape a ball?
DiggernicksIsAlsoRetarded -2 points 2.6 years ago
What part of this are you struggling to understand?
Fact. Horizons are flat, level, straight, zero degree's of measurable curvature to it. No matter if you are a few feet of the ground of 121,000 ft of the ground. Flat, level, straight horizon.
25,000 miles in circumference is the accepted claim of the size of ball earth. This figure will never and can never change.
Now, in case you missed grade 1 basic geometry about shapes, edges and faces. You should be familiar with the fact that a sphere/ball has no edges, no faces and no vertices.
http://slittlefair.staff.shef.ac.uk/teaching/phy115/session1/geom/geom.html#:~:text=On%20the%20surface%20of%20a%20sphere%2C%20however%2C%20there%20are%20no,passing%20through%20the%20two%20points.
Balls are curved and have ZERO straight lines to them. The curvature of the ball earth is 8 inches per mile squared. This is formulated using basic spherical trigonometry and the claimed circumference of 25,000 miles.
So, how many flat, level, straight horizons does it take to shape a ball?
Zero because it is impossible.
Retard.