1. Compare geometry on a plane euclidean geometry withspherical geometry by find

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1. Compare geometry on a plane euclidean geometry withspherical geometry by finding similarities and differencesconcering the relationships between two lines (include parallelismand perpendicukarity). 2. Compare geometry on a plane euclidean geometry withspherical geometry by finding similarities and differencesconcering the polygons with N less than 3 sides. (include sides,angles, congruence conditions, angle sum etc.). 3. In neutrsl geometry, provr that if thge opposotesides of a quadirateral are equal, thwn its opposite angles areequal. 1. Compare geometry on a plane euclidean geometry withspherical geometry by finding similarities and differencesconcering the relationships between two lines (include parallelismand perpendicukarity). 2. Compare geometry on a plane euclidean geometry withspherical geometry by finding similarities and differencesconcering the polygons with N less than 3 sides. (include sides,angles, congruence conditions, angle sum etc.). 3. In neutrsl geometry, provr that if thge opposotesides of a quadirateral are equal, thwn its opposite angles areequal.

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