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 n-dimensional spheres (Posted on 2014-09-15)

An n-dimensional sphere of radius one is intersected with another
n-dimensional sphere of radius one and whose center lies on the
first sphere. The intersection is a (n-1)-dimensional sphere.

The (n-1)-dimensional sphere is intersected with another
n-dimensional sphere of radius one and whose center lies on the
(n-1)-dimensional sphere. The intersection is a (n-2)-dimensional sphere.

This procedure is continued until we have a 1-dimensional sphere.
What is its radius?

This all takes place in an n-dimensional space.

 See The Solution Submitted by Bractals No Rating

Comments: ( You must be logged in to post comments.)
 Subject Author Date re: The sequence, if my trig is right Bractals 2014-09-15 09:57:27 The sequence, if my trig is right Charlie 2014-09-15 08:26:49
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