How can i solve this exam practise question
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Comfort
am 11 Jun. 2020
Kommentiert: Rena Berman
am 12 Okt. 2020
5 Kommentare
Rik
am 14 Jun. 2020
(original question and comments by Comfort Chauke (the name of OP before it was changed to Wilson) recovered from Google cache)
Comfort Chauke on 11 Jun 2020 at 9:39:
How can i solve this exam practise question
Comfort Chauke on 11 Jun 2020 at 10:33:
function [minsum, maxsum]=MyFunction(L)
sum=0;
for i=1:length (L)
sum=sum+L(i);
end
min=L(1);
max=L(1);
for i=1:length (L)
if L(i)<min
min=L(i);
end
if L(i)>max
max=L(i);
end
end
minsum=sum-max
maxsum=sum-min
Comfort Chauke on 11 Jun 2020 at 12:03:
That's my problem i don't know how make calculate the minimum and maximum values that can be obtained from adding K elements
Akzeptierte Antwort
Rik
am 11 Jun. 2020
Since you aren't allowed to use efficient tools (e.g. sort), you are forced to write slow code. I would not try to use eval to cheat here, although I doubt the grader will detect that, especially if you encapsulate it in str2func.
BUT: you are in luck. You were given the task to get the numbers without repitition. The unique function will automatically sort the output for you.
16 Kommentare
Rik
am 12 Jun. 2020
You're welcome. If you feel I have solved your question, please consider marking my answer as accepted answer. If not, feel free to comment with your remaining issues.
Weitere Antworten (1)
madhan ravi
am 11 Jun. 2020
Bearbeitet: madhan ravi
am 11 Jun. 2020
doc mink
doc maxk
doc sum
2 Kommentare
Rik
am 11 Jun. 2020
Since this question is supposed to be run in Octave, the students are forced to use other functions, since mink and maxk were introduced in R2017b, but aren't implemented in Octave.
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