There is a famous chess and domino math problem that goes like this: We can "tile" as 8x8 chessboard by placing 1x2 dominos on the chessboard to completely cover it. If we can completely cover it, that is a successful tile. Is it possible to tile the chessboard if we remove two squares from the chessboard in opposite corners? This video explains more! I created this set so that my students could explore the solution to this problem and all its famous variations. Please send me an email at [email protected] with any suggestions. Together let's create an optimal learning experience! Did you enjoy this resource? Please consider leaving a review!