
Database System Concepts
7th Edition
ISBN: 9780078022159
Author: Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher: McGraw-Hill Education
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I'm a bit stuck here. I'm using the OZ language.
Write a non higher order function which computes the Gauss sum, namely 1+2+...+n, where n > 0.
Any help with this is appreciated! Again, I'm using the OZ language.
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This was very clearly pulled from Chegg. This was not helpful as the output didn't work in that regard.

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fun {GaussSum N}
if N == 1 then 1 else N+{GaussSum N-1} end
end
Above given function recursively calls itself with the value less than passed value and add the passed
value to its result. It stops when the passing value becomes 1.
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by Bartleby Expert
Follow-up Question
That answer was pulled from Chegg..

Transcribed Image Text:Expert Answer
Anonymous answered this
272 answers
fun {GaussSum N}
if N == 1 then 1 else N+{GaussSum N-1} end
end
Above given function recursively calls itself with the value less than passed value and add the passed
value to its result. It stops when the passing value becomes 1.
Was this answer helpful?
B4
80% (5 ratings)
1
Solution
by Bartleby Expert
Follow-up Questions
Read through expert solutions to related follow-up questions below.
Follow-up Question
This was very clearly pulled from Chegg. This was not helpful as the output didn't work in that regard.

Transcribed Image Text:Expert Answer
Anonymous answered this
272 answers
fun {GaussSum N}
if N == 1 then 1 else N+{GaussSum N-1} end
end
Above given function recursively calls itself with the value less than passed value and add the passed
value to its result. It stops when the passing value becomes 1.
Was this answer helpful?
B4
80% (5 ratings)
1
Solution
by Bartleby Expert
Follow-up Question
That answer was pulled from Chegg..

Transcribed Image Text:Expert Answer
Anonymous answered this
272 answers
fun {GaussSum N}
if N == 1 then 1 else N+{GaussSum N-1} end
end
Above given function recursively calls itself with the value less than passed value and add the passed
value to its result. It stops when the passing value becomes 1.
Was this answer helpful?
B4
80% (5 ratings)
1
Solution
by Bartleby Expert
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