#I can't solve this one

1 messages · Page 1 of 1 (latest)

lunar pelican
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I can't solve this one

cedar idol
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twin primes are those prime numbers between which only one composite number exists

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since 2 is the only number which is even and prime..........that also means that after 2, all two prime numbers will be odd and there wud be an even composite number between them so that means that they wud appear in pairs of (3,5), (5,7) and so on

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this is mathematical induction problem ig so u have to take the least pair and then continue increasing the value

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bro i dont think this problem is solvable beyond a point man

midnight elbow
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first off where is this question from

You don't prove stuff in Jee

Second off, this is adding an extra condition to the Goldbach's Conjecture which in itself is not yet proven. So.... idk

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Also bruh the proof literally breaks for the first even natural number

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Am i missin smtg?