Hi, for this question, we eliminate P as an option. Since the three men can't share any entree, and none of them can have S, we know that the three men must have RTF. We also know that since L is the only one who can have T, L must have T and the other two must have either V or R. Also since O has R, N must have V, so that means J must have R.
So, we have determined 5/6 spots, and the only one undetermined is K, who can have any of T S or V. So we know for sure that L has T, but we don't know that any of the women must have T.
