What is the branch of mathematics primarily concerned with the shapes and sizes of objects, their relative positions, and the properties of space?
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Which geometry is based on axioms and theorems and is primarily studied to understand the fundamentals of geometry?
Which postulate of Euclidean Geometry states that any two straight lines are infinitely parallel if they are equidistant from each other at two points?
What are the assumptions in geometry that have no proof and are universally accepted called?
Which type of geometry differs from Euclidean geometry in its postulates on the nature of parallel lines and angles in planar space?
Which geometry studies plane geometry on a sphere and defines lines as arcs?
Which type of geometry finds its application in topology and has the sum of angles in a planar triangle lesser than 180º?
Which branch of geometry involves the study of geometry in a plane?