which are basically
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[tex]sqrt(n^2 + n+1)[/tex]
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[tex] \frac {( n!x^n  sinxsin(2x)... sin(nx) )}{x^{n+2}} = \frac { n(2n + 1)(n+1)!}{36} [/tex]
A detailed manual for this function can be found here.
[tex]sqrt(n^2 + n+1)[/tex]
[tex] \frac {( n!x^n  sinxsin(2x)... sin(nx) )}{x^{n+2}} = \frac { n(2n + 1)(n+1)!}{36} [/tex]

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