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Let $R$ be a prime ring. In this note, we describe the possible forms of multiplicative (generalized)-derivations of $R$ that act as $n-$homomorphism or $n-$antihomomorphism on nonzero ideals of $R.$ Consequently, from the given results one can easily deduce the results of Gusic \cite{Gusic2005}.

Multiplicative (generalized)-derivations of prime rings that act as $n$-(anti)homomorphisms