tea.mathoverflow.net - Discussion Feed (math overflow.net question No.78294) 2018-11-04T13:49:33-08:00 http://mathoverflow.tqft.net/ Lussumo Vanilla & Feed Publisher José Figueroa comments on "math overflow.net question No.78294" (16611) http://mathoverflow.tqft.net/discussion/1175/math-overflownet-question-no78294/?Focus=16611#Comment_16611 2011-10-18T13:01:35-07:00 2018-11-04T13:49:33-08:00 José Figueroa http://mathoverflow.tqft.net/account/68/ Dear garadeb2, Meta is not for answers to closed questions. It is for discussions concerning the running of the main site. Do you object to the question being closed? Dear garadeb2,

Meta is not for answers to closed questions. It is for discussions concerning the running of the main site. Do you object to the question being closed?

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garabed2 comments on "math overflow.net question No.78294" (16610) http://mathoverflow.tqft.net/discussion/1175/math-overflownet-question-no78294/?Focus=16610#Comment_16610 2011-10-18T12:11:57-07:00 2018-11-04T13:49:33-08:00 garabed2 http://mathoverflow.tqft.net/account/362/ The above question was "How can I calculate the solid angle that a sphere of radius R subtends at a point P?"and was closed for being "too localized". But since I ... and was closed for being "too localized". But since I can answer it , I could perhaps present the answer here.
The desired formula for d>R or d=R is 2*pi*(1-K) where K is the non-negative square root of (1-((R/d)^2)) and
d is the distance between the sphere's center and P.]]>