Question

creation of non euclidean geometry

Answer 1

Answer:

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Step-by-step explanation:

The next example of what we could now call a 'non-euclidean' geometry was given by Riemann. A lecture he gave which was published in 1868, two years after his death, speaks of a 'spherical' geometry in which every line through a point P not on a line AB meets the line AB.

Answer 2

Answer:

The next example of what we could now call a 'non Euclidean geometry' was given by Reimann. A lecture he gave which was published in 1868, two years after his death, speak of a "spherical" geometry in which very line through a point P not on a line AB meets the line AB.