Jane Can Accept That $\Delta$ G $\degree$ = -RT Ln K, but She Cannot Reconcile the Relationship

Jane can accept that $\Delta$ G $\degree$ = -RT ln K, but she cannot reconcile the relationship between $\Delta$ S $\degree$ and ln K. Please explain it to her.

A) ( $\Delta$ S $\degree$ = R ln K - $\Delta$ H $\degree$ /T)
B) ( $\Delta$ S $\degree$ = +ln (K/R) + $\Delta$ H $\degree$ /T)
C) ( $\Delta$ S $\degree$ = +R ln (K/T) + $\Delta$ H $\degree$ )
D) ( $\Delta$ S $\degree$ = +R ln (K) + $\Delta$ H $\degree$ /T)
E) ( $\Delta$ S $\degree$ = -R ln (K) + $\Delta$ H $\degree$ /T)