Solved: Prove the Multinomial Theorem: If n is a positive
Chapter 5, Problem 5.5.63(choose chapter or problem)
Prove the Multinomial Theorem: If n is a positive integer, then (XI + X2 + ... + xmt L C(n; nl , n2, ... , nm)x' X2 ... x m , nt+n2++nm =n where n! C(n;n l , n2, ... , nm) = ---- nl ! n2 ! " nm!is a multinomial coefficient.
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