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Topic: Polynomial
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Nam Hong Hoang

Posts: 2
Registered: 12/3/04
Polynomial
Posted: Mar 17, 2001 10:54 PM
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Prove that there doesn't exist a polynomial P(x) with degree more than
1,
satisfying the condition: for every x, if P(x) is an integer then
P(x+1) is also an integer.





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