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Tuymaada Olympiad
1998 Tuymaada Olympiad
1
1997/1998 as a sum of reciprocal to naturals
1997/1998 as a sum of reciprocal to naturals
Source: Tuymaada 1998 p1
April 28, 2019
algebra
Sum
reciprocal sum
Problem Statement
Write the number
1997
1998
\frac{1997}{1998}
1998
1997
ā
as a sum of different numbers, inverse to naturals.
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