Answer each question with a minimum of 70 words per question:In mathematics, there are situations where a statement has not yet been proven or disproven. These statements are called conjectures. A famous example is Goldbach’s conjecture which states that every even integer greater then 2 can be written as the sum of two primes. Research and report on why the proof or disproof of Goldbach’s conjecture is so elusive. Give another example of a conjecture (different from the ones given by your peers in this class) whose proof or disproof has yet to be found. Research and comment on George’s Polya’s “No Horse of a Different Color”. What is his “proof”? How was this idea considered in its day? Why is his analysis incorrect?
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