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Whats is the Volume for a four dimensional sphere
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\[\huge V _{n}(R)=C _{n}R ^{n}\]
\[V_{2D-sphere}=πr^2\] \[V_{3D-sphere}= {4\over3} πr^3\] \[V_{3D-sphere}=? \]
ok what does C_n stand for? circumference?
For "even" n \[\huge C _{n}=\frac{\pi ^{\frac{n}{2}}}{(\frac{n}{2})!}\]
\[C_2=2πr\]\[C_3=4πr^2\]\[C_4={π^2\over2!}\]
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i can not get the formula to work for 2D
\[V _{4}=\frac{1}{2}\pi ^{2} r ^{4}\]
aha! the formula has the gamma function \[\huge \Gamma(n)\]
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