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Some Problems Can Be Proved Unsolvable
Here are two mathematical problems for you to work on in your spare time, and one problem from biology: Find positive integers x,y, z and n>2, such that xn+yn=zn. Remove two diagonally opposite corner squares from a chess board, and cover the remaining 62 squares with 31 dominoes, each of which covers two adjacent squares. Explain how life could have originated and evolved into intelligent humans, through entirely natural (unintelligent) processes. You can spend a lot of time trying different solutions to mathematical problem #1. After a while you might begin to wonder if it can be done, but don’t give up, there are an infinite number of integers you can try for x,y,z and n. For problem #2, get Read More ›