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another small challenge for those who are bored: Give that p and q are consecutive primes, show that the equation p + q = 2r, where r is prime, has no solutions.
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this is not that hard, any ideas?
Well, we now p or q is not 2.
sorry --- know -- keys are sticky, ewwwww....
:)
Should we write p = 2k+1, for some integer k, and q = 2j + 1 for some integer j
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rearranging give r=(p+q)/2 (p+q)/2 what is this?
average
But p and q are consecutive primes :)
yep, that is it!
oh lol good one :)
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I found quite a few smaller challenges, there are a few fun ones
I would like to see them, they are quite interesting
I will post a new one now
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