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  2. To solve the "rat in a maze" problem using the backtracking approach, follow these steps:
    1. Mark the starting cell as visited.
    2. Explore all directions to check if a valid unvisited cell exists.
    3. If a valid cell is available, move to that cell and mark it as visited.
    4. Create a solution matrix of the same structure as the maze.
    5. Whenever the rat moves to a cell in the maze, mark that particular cell in the solution matrix.
    6. At the end, print the solution matrix to find the path for the rat1234.
    Learn more:
    To solve the rat in a maze problem using the backtracking approach, follow the below steps − First, mark the starting cell as visited. Next, explore all directions to check if a valid cell exists or not. If there is a valid and unvisited cell is available, move to that cell and mark it as visited.
    www.tutorialspoint.com/data_structures_algorithms…
    Create a solution matrix of the same structure as the maze. Whenever the rat moves to a cell in a maze, mark that particular cell in the solution matrix. At the end print the solution matrix, and follow the 1's from the top left corner, it will be that path for the rat.
    tutorialhorizon.com/algorithms/backtracking-rat-in-…
    Rat in a Maze using Backtracking: We use a backtracking algorithm to explore all possible paths. While exploring the paths we keep track of the directions we have moved so far and when we reach to the bottom right cell, we record the path in a vector of strings.
    www.geeksforgeeks.org/rat-in-a-maze/
    The Rat Maze algorithm is a pathfinding algorithm used to solve mazes by navigating through the maze cells to reach the destination. This algorithm utilizes a depth-first search approach with backtracking to find a feasible path from the starting point to the destination in a maze.
    github.com/KAVINT21/Rat-in-a-Maze-Using-Backtr…
     
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