A number maze is an n × n grid of positive integers. A token starts in the upper left corner; your goalis to move the token to the lower-right corner. On each turn, you are allowed to move the token up, down,left, or right; the distance you may move the token is determined by the number on its current square. Forexample, if the token is on a square labeled 3, then you may move the token three steps up, three stepsdown, three steps left, or three steps right. However, you are never allowed to move the token off the edgeof the board.635745 315 328335 74 653 15142 8 3 1445 7234 5 7 2331 32★3 KT3A 5 × 5 maze that can be solved in eight movesIn this problem, you will design and analyze an efficient algorithm that either returns the minimumnumber of moves required to solve a given number maze, or correctly reports that the maze has no solution.Describe the solution to this problem at a high level, justify why it works, write down the pseudocode foryour algorithm and analyze its running time.Hint: It is highly advisable that you read Section 5.7 in Jeff Erickson's online textbook before attemptingto solve this problem.

The algorithm to find the solution of the number maze is the BFS algorithm, which gives the time…

Answered: A number maze is an n × n grid of…

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