  Residual finiteness is known to be an important property of groups appearing
in combinatorial group theory and low dimensional topology. In a recent work
[2] residual finiteness of quandles was introduced, and it was proved that free
quandles and knot quandles are residually finite. In this paper, we extend
these results and prove that free products of residually finite quandles are
residually finite provided their associated groups are residually finite. As
associated groups of link quandles are link groups, which are known to be
residually finite, it follows that link quandles are residually finite.
