(x_(2n) )=2^(2n) ((x/2))_n (((x+1)/2))_n (x)_(m n) =m^(m n) Π_(k=0) ^(m=1) (((x+k)/m))_n , m∈z now if m is relative number such as(3/2) , m∈Q (x)


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Question Number 85774 by M±th+et£s last updated on 24/Mar/20

$(x_{2 n}) = 2^{2 n} {(\frac{x}{2})}_{n} {(\frac{x + 1}{2})}_{n}$ ${(x)}_{m n} = m^{m n} \underset{k = 0}{\prod^{m = 1}} {(\frac{x + k}{m})}_{n}, m \in z$ $n o w i f m i s r e l a t i v e n u m b e r s u c h a s \frac{3}{2}, m \in Q$ ${(x)}_{\frac{3}{2} n} = ? ?$ $h e l p m e$
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