1 answer

5.) Show that for points z and y on a sphere S there exists a great...

Question:

5.) Show that for points z and y on a sphere S there exists a great circle and y. (20 points) L C S which contains Great circle: a subset L C S, such that there exists a plane H, which contains the centre of the sphere S, and satisfies L Sn H

5.) Show that for points z and y on a sphere S there exists a great circle and y. (20 points) L C S which contains Great circle: a subset L C S, such that there exists a plane H, which contains the centre of the sphere S, and satisfies L Sn H

Answers

4-1. HAS

.

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