To prove :
$(n-1)\cdot\Gamma ( n-1)=(n-1)!$ ; for every $n>1$
Also , is $\Gamma (n) = (n-1)!$ a derived conclusion or part of the definition of gamma functions ?
To prove :
$(n-1)\cdot\Gamma ( n-1)=(n-1)!$ ; for every $n>1$
Also , is $\Gamma (n) = (n-1)!$ a derived conclusion or part of the definition of gamma functions ?
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