In a hypothetical closed universe, how would the sum of angles in a very large triangle formed by light rays compare to a flat universe?

Answer

The sum would be greater than $180$ degrees.

Positive curvature, found in a closed universe, causes light rays to converge. Consequently, the sum of the interior angles of a triangle drawn using these light paths exceeds 180 degrees.

In a hypothetical closed universe, how would the sum of angles in a very large triangle formed by light rays compare to a flat universe?
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