Can we say that Euclidian Geometry deals with curved lines? Justify.
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No
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According to Einstein,
We can only say that Eucilidian geometry deals with Straight lines. to each of which is ascribed the property of being uniquely determined by two points situated on it.
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We can't ask whether it's true that only straight line goes through two points.
Also according to einstein
However the concept "true" doesn't tally with assertions of pure geometry.
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