markcordell blogspot.com

Mark Cordells blog

Thursday, November 17, 2011. Math Problem Evenly spaced points on a sphere - Part 3. Continued from Part 2. Another thing we can do is split each triangle into four triangles by placing new points at the midpoint of each triangle edge. Use the spherical law of cosines twice, once for the bigger triangle, and once for the smaller triangle. Well assume the radius of the sphere is 1. Try to simplify using the pythagorean trigonometric identity and the double angle formula. Distance between adjacent points.
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Mark Cordells blog

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Thursday, November 17, 2011. Math Problem Evenly spaced points on a sphere - Part 3. Continued from Part 2. Another thing we can do is split each triangle into four triangles by placing new points at the midpoint of each triangle edge. Use the spherical law of cosines twice, once for the bigger triangle, and once for the smaller triangle. Well assume the radius of the sphere is 1. Try to simplify using the pythagorean trigonometric identity and the double angle formula. Distance between adjacent points.

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This web page markcordell.blogspot.com states the following, "Thursday, November 17, 2011." We saw that the webpage said " Math Problem Evenly spaced points on a sphere - Part 3." It also said " Another thing we can do is split each triangle into four triangles by placing new points at the midpoint of each triangle edge. Use the spherical law of cosines twice, once for the bigger triangle, and once for the smaller triangle. Well assume the radius of the sphere is 1. Try to simplify using the pythagorean trigonometric identity and the double angle formula."

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