Select the function f that is an isomorphism from G to G$\text{'}.$

Two graphs labeled G and G prime. The graph G has five vertices: a$,$ b$,$ c$,$ d$,$ and e$,$ with undirected edges: a to b$,$ b to c$,$ b to d$,$ c to d$,$ d to e$.$ The graph G prime has five vertices: $1,2,3,4,$ and $5,$ with undirected edges: $1$ to $4,4$ to $5,4$ to $2,5$ to $3,5$ to $2$

Group of answer choices

f$($a$)=3,$f$($b$)=5,$f$($c$)=4,$f$($d$)=2,$f$($e$)=1$

f$($a$)=3,$f$($b$)=5,$f$($c$)=2,$f$($d$)=4,$f$($e$)=1$

f$($a$)=3,$f$($b$)=4,$f$($c$)=2,$f$($d$)=5,$f$($e$)=1$

f$($a$)=3,$f$($b$)=5,$f$($c$)=2,$f$($d$)=4,$f$($e$)=3$