Question: this is a combinatorial analysis question, which is course MATH 3343 question. please help @ /0 flu) = n (u-1) .. . ( n -
this is a combinatorial analysis question, which is course MATH 3343 question. please help

@ /0 flu) = n (u-1) .. . ( n - k+1), while k? 1, is a polynomial sequence of degree k for uso. Please try to find ( A"f ) (n) explicitly for all nzo () Use the combinatorial meaning of SCh,k) ( the Stirling numbers of the second kind) to show that x"= 2 KE o S ( n, k ) LXJ K, where LXJ = x ( x-1 ) ... (x-k+1), directly using counting number of functions
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