Let {Xn,n$geq$1} be a sequence of pairwise negative quadrant dependent(NQD) random variables and let {an,n$geq$1} and {bn,n$geq$1} be sequencesof constants such that an$ eq$0 and 0<bnlongrightarrow$infty$. In this note, for pairwise NQD random varibles, a general weak law of alrge numbers of the form(∑│aj│Xj-$upsilon$n)/bnlongrightarrow0) is established, where {νn,n$geq$1} is a suitable sequence. AMS 2000 subject classifications ; 60F05