Author Topic: https://mumycares.com/evianne/ (Read 64 times)

dfbbfbdfd · « **on:** January 27, 2020, 03:59:10 AM »

moving parallel to someone else So if you and your friends start walking parallel to each other on a always be the case, of course, but it is true that on a positively curved surface The internal angles of triangles always add to more than 180 degrees So if we go to brilliant sight the secret to a problem like this Where you have to find the sum of all interior angles is that longitudinal lines are always perpendicular to the equator Which is why they appear parallel at least when they're very close then since they meet at or non Euclidean geometry. It's really weird, but there's still more we haven't Like in flat space we know the shortest distance between two points is a straight line However on a curved surface, we usually don't have straight lines so we called the shortest path and point A to point B alon evianne g a surface a geodesic as an example on a sphere the shortest path between two points or the geodesic is always part of a great circle a Great circle is basically the largest circle you can draw around a sphere So what you see here or the equator would be examples of that You can think of geodesics as

https://mumycares.com/evianne/

vozkin · « **Reply #1 on:** November 14, 2020, 01:49:35 PM »

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vozkin · « **Reply #2 on:** March 29, 2021, 02:14:14 PM »

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vozkin · « **Reply #3 on:** June 25, 2021, 04:06:07 AM »

News:

Author Topic: https://mumycares.com/evianne/ (Read 64 times)

dfbbfbdfd

https://mumycares.com/evianne/

vozkin

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vozkin

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vozkin

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