Wtf mogs me
So you just make your exam between those times? How will they know if you cheat or not
So you just make your exam between those times? How will they know if you cheat or not
t. durga sir
Instuctions. Moodle. Lol, wtf alien language is that? 
Getting btfo'd already.Instuctions. Moodle. Lol, wtf alien language is that?
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the durga sir
the durga sir checking inklers.co every 5 minutes during an exam
I won't be able to do 2 questions out of 6 in a 4 hour exam. I have time
also I am still thinking while I post.
C
School is for brainwashed slave future wagecucks no TRUE intelligence can be gained there
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the durga way
I'm in Uni.
Look closer. This isn't algebra, it's Integer programming (useful irl).
kek
C
I hear ya. I just don't like how schools teach you what to think, instead of how to think, aint nobody critically thinking in 2020 obviously....
Schools shouldn't be teaching non-education subjects.
Parents and social interactions should result in learning those things, but you can't really have that if parents are wagies and kids are addicted to dopamine from online shit like tiktok and fed soy.
Math hurts my brain, sadly
Dude what the fuck is that nonsense. Tell them you dn rd. Education is stupid anyways
Dude, this is 9th grade math
Moodle is the software
Do they actually teach integer programming in 9th grade?Dude, this is 9th grade math
@FullTimeLoser
Where do you live?
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I couldnt solve that even if you put a gun to my head
So the (a) part is doable.
Basically what you want is x1 and x2 are integers, and satisfy all the inequalities.
LP relaxation basically means "solve the problem without caring about integer values"
So if you solve it, you get x1= 3 + (5/7) and x2 = 2+(3/7)
Branching in x1, means that you put the condition "x1 is an integer"
to do this, you split the problem in 2 parts : either x1 <= 2 or x1 >= 3 (we use 2 and 3 because because they are consecutive integers close to the optimum of 3 + (5/7) )
so for subproblem 1 : (x1 <= 2) we get the solution x1 = 2, x2 = 3.
for subproblem 2 : (x1 >= 3) we have the same solution as before ( x1= 3 + (5/7) and x2 = 2+(3/7) )
so we need to do a branch cut.
(b) https://en.wikipedia.org/wiki/Cutting-plane_method#Gomory's_cut
this was too much for me to understand, so I gave up
Q
4 hours
Brutal
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