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2011 = Sum of Squares (Posted on 2011-06-26) Difficulty: 3 of 5
(I) Determine the total number of ways in which 2011 (base ten) is expressible as the sum of squares of N distinct positive integers, whenever N = 3, 4, 5,...., 8, 9,10

(II) Keeping all the other conditions in (I) unaltered, what are the respective total number of ways if the N positive integers need not be distinct?

No Solution Yet Submitted by K Sengupta    
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  Subject Author Date
Part (I)Dej Mar2011-06-27 11:18:20
Some ThoughtsRight concept?brianjn2011-06-27 01:08:48
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