Question: A complete graph with 6 vertices is traversed using depth first search. The vertices are labeled A through F . The search starts at vertex

A complete graph with

6

vertices is traversed using depth first search. The vertices are labeled A through F

.

The search starts at vertex A and vertices are considered in alphabetical order. What is the resulting DFS tree?

Group of answer choices

Graph with vertices A through F

.

There is an edge between every pair of vertices. All the edges are black, except for the red search edges between A and B

,

B and C

,

C and D

,

D and E

,

and A and F

.

Graph with vertices A through F

.

There is an edge between every pair of vertices. All the edges are black, except for the red search edges between A and B

,

A and C

,

A and D

,

A and E

,

and A and F

.

Graph with vertices A through F

.

There is an edge between every pair of vertices. All the edges are black, except for the red search edges between A and B

,

B and C

,

C and D

,

D and E

,

and E and F

.

Graph with vertices A through F

.

There is an edge between every pair of vertices. All the edges are black, except for the red search edges between F and A

,

F and B

,

F and C

,

F and D

,

and F and E

.

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