Can someone show me how to prove the uniqueness of (p is prime and q is prime and p-q=3)?
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1Hint: $p = q+3$ and adding $3$ to an odd number would give an even number. – Tobias Kildetoft Oct 21 '13 at 18:06
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p-q = 3 implies that p or q is even. The only even prime is 2. Therefore q = 2, hence the uniqueness.
Franck Dernoncourt
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