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All right...I've been at this all night, and any help whatsoever would be appreciated!
Problem-
An eight by eight square game board for checkers has a checker positioned in the fourth square of the bottom row. The checker is allowed to move one square at a time diagonally left or right to the row above. After seven moves the checker will be in the top row. How many different paths will lead to the top row?
Problem-
An eight by eight square game board for checkers has a checker positioned in the fourth square of the bottom row. The checker is allowed to move one square at a time diagonally left or right to the row above. After seven moves the checker will be in the top row. How many different paths will lead to the top row?