# What are Difference between Euclidean and Spherical Geometry

Distinguish, differentiate, compare and explain what is the Difference between Euclidean and Spherical geometry. Comparison and Differences.

## Difference between Euclidean and Spherical Geometry

 S.No. Euclidean geometry Spherical geometry 1 Lines extend indefinitely and have no thickness or width. A line is a great circle that divides the sphere into two equal half­-spheres 2 A line is the shortest path between two points. There is a unique great circle passing through any pair of non­polar points. 3 In fact, a straight line is infinite. A great circle is finite and returns to its original starting point eventually. 4 Given three collinear points, notably, one point is always between the other two. Given three collinear points, each point could be in the middle of the other two. 5 To conclude, perpendicular lines intersect at one point. To conclude, perpendicular lines intersect at two points. 6 Perpendicular lines form four right angles. Perpendicular lines form eight right angles.

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Difference between Spherical Geometry vs Euclidean

Euclidean vs Spherical Geometry

Differences between Spherical Geometry vs Euclidean

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