Task: The labyrinth is represented by a Boolean square matrix A8x8. The cell (i, j) is considered passable if the element ai, j is true and otherwise impassable. Write a program that checks if there is a path from adjacent horizontally and vertically passable cells of the maze, which starts in its upper left corner (0.0) and ends in its lower right corner (7.7). Operating instructions: 1) Compose a Boolean function Path (i, j), called with initial parameters (0,0); 2) If cell (i, j) is outside the matrix Path returns false; 3) If cell (i, j) coincides with (7,7) a path is found and Path returns true; 4) If cell (i, j) is impassable Path returns false (because it cannot exit the cell), otherwise (if the cell is passable) there is a path from it to cell (7,7), if there is a path from any of the cells adjacent to (i, j) next to cell (7,7). Adjacent cells per cell (i, j) are cells (i + 1, j), (i, j + 1), (i-1, j), (i, j-1).
Complete the task using the return search
Task: The labyrinth is represented by a Boolean square matrix A8x8. The cell (i, j) is considered passable if the element
Operating instructions:
1) Compose a Boolean function Path (i, j), called with initial parameters (0,0);
2) If cell (i, j) is outside the matrix Path returns false;
3) If cell (i, j) coincides with (7,7) a path is found and Path returns true;
4) If cell (i, j) is impassable Path returns false (because it cannot exit the cell), otherwise (if the cell is passable) there is a path from it to cell (7,7), if there is a path from any of the cells adjacent to (i, j) next to cell (7,7). Adjacent cells per cell (i, j) are cells (i + 1, j), (i, j + 1), (i-1, j), (i, j-1).
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