Find a solution to:
x
1^4 + x
2^4 + x
3^4 + ... + x
n^4 = 1999
where each xy is a distinct integer.
(Or prove that it is impossible).
(In reply to
Answer by Old Original Oskar!)
Read the problem again. It says integers so it includes -1, -2, -3, -4, -5, and -6.
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Posted by np_rt
on 2004-09-12 13:14:22 |