No distinction has been amongst stduents. I think it is abt incraesing the
distance between any two students.


On Sun, Jul 28, 2013 at 10:45 AM, Dave <dave_and_da...@juno.com> wrote:

> @Enchantress: I'm assuming that you are talking about cheating by copying
> from nearby students.
>
> If this is not the first exam, based on prior grades, put the A students
> in the back of the room, with the B students in front of the A students,
> the C students in front of the B students, the D students in front of the C
> students, and the F students in the front of the room.
>
> Put as many of the C students as you can in alternate seats, e.g., columns
> 1, 3, 5, .... If you can alternate all of the C students, put as many of
> the B students as you can in alternate seats. If you can alternate all of
> the B students, put as many of the D students as you can in alternate
> seats. If you can alternate all of the D students, put as many F students
> as you can in alternate seats. Finally, if you can alternate all of the F
> students, put as many A students as you can in alternate seats.
>
> Rationale: An A or B student won't copy from anyone else, because he
> doesn't want someone else's mistake to mess up his grade. The C students
> have the most to gain by copying, but they will be spread out as much as
> possible. The D and F students will have only D and F students to copy
> from, so they won't gain much from copying.
>
> Probably not the solution you were looking for, but I think an effective
> one.
>
> Dave
>
> On Saturday, July 27, 2013 1:02:11 PM UTC-5, enchantress wrote:
>
>> Given m*n matrix and k students how can they be placed such that cheatig
>> is minimised.
>>
>>
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