The spider and the fly math problem can be solved using geometry and Pythagorean's theorem. Here is the problem: There is a room measuring 12x12x30 ft. A spider is in the middle of one wall and one foot above the floor. A fly is in the middle of the opposite wall and one foot below the ceiling. What is the shortest route the spider can take to reach the fly? Click the image to get the answer!
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Can you solve the tic-tac-toe board problem? Here is the question: How many ways can you completely fill a tic-tac-toe board, which is a 3x3 grid, with five Xs and four Os? The rule to this problem is that you cannot count layouts that are reflection or rotations of other layouts. The solution deals with the mathematics of symmetry. Click the image to get the answer!
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