just write the DFS alogorithm to find the maximum level of this tree.

Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Chapter1: Introduction
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just write the DFS alogorithm to find the maximum level of this tree. thanks 

1. The entrance room (or the starting of the maze) is considered as level
1. Now, answer these following questions: (a). Write an algorithm to
figure out how many maximum levels the maze can go up to. (b). Figure
out the complexity of your algorithm.
To create a maze some rooms of a building is connected. Starting room is called Entrance room. From
the entrance room other rooms are there connected from it. However, some rooms of that maze-
building have connected room from it, and some rooms do not have any connected room. Each of the
room can have at most or up to two rooms connected from it. The starting room is the entrance room of
the maze or building. Fore example: It can be any one like the followings:
Frample -J:
Room1
Roono
Roo
Entrance
Room Raom
Room2
Room8
Room?
RoDor
Here, maxumum level =7
Transcribed Image Text:1. The entrance room (or the starting of the maze) is considered as level 1. Now, answer these following questions: (a). Write an algorithm to figure out how many maximum levels the maze can go up to. (b). Figure out the complexity of your algorithm. To create a maze some rooms of a building is connected. Starting room is called Entrance room. From the entrance room other rooms are there connected from it. However, some rooms of that maze- building have connected room from it, and some rooms do not have any connected room. Each of the room can have at most or up to two rooms connected from it. The starting room is the entrance room of the maze or building. Fore example: It can be any one like the followings: Frample -J: Room1 Roono Roo Entrance Room Raom Room2 Room8 Room? RoDor Here, maxumum level =7
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