What are the mathematical relationship of a two dimensional sphere and a two dimensional saddle in terms of the sums of the angle that those two dimensional objects produce?
I know that sums is always over 180 in a sphere and always less than 180 in a saddle, but what is the relationships?
I know that sums is always over 180 in a sphere and always less than 180 in a saddle, but what is the relationships?
-
I'm not a mathematician but I would think as the size of sphere increases sums add up closer and closer to 180 degrees, and vice verse.
In a case of a saddle I think as the size of saddle increases the angles will get closer and closer to 180 degrees and vice verse.
I don't know the mathematical formulas, but I'm sure there are.
In a case of a saddle I think as the size of saddle increases the angles will get closer and closer to 180 degrees and vice verse.
I don't know the mathematical formulas, but I'm sure there are.