(Homework Session)
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     { 0,?,0 } (It is supposed to have the brackets and be a 3x3!  Anyways, yeah. So he said to use that and that we know that  
 
     { 0,?,0 } (It is supposed to have the brackets and be a 3x3!  Anyways, yeah. So he said to use that and that we know that  
 
       0,0,?    they are 0 because the edges are 0 because they do not correspond...  Next we aren't able to say anything about the diagonals because the possible outcome is unknown.  So I kept a graph like this... I don't know if that helps, it made more sense when Uli said it!!  --Brittany Darbro
 
       0,0,?    they are 0 because the edges are 0 because they do not correspond...  Next we aren't able to say anything about the diagonals because the possible outcome is unknown.  So I kept a graph like this... I don't know if that helps, it made more sense when Uli said it!!  --Brittany Darbro
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--Hey I can't make it tonight for Discrete, I have a test I really need to study for tonight.  Is everyone still meeting?  Or is there a way to reschedule for tomorrow?  Let me know what you all think!  --[[User:Hschonho|Mike  Schonhoff]] 15:42, 17 November 2008 (UTC)

Revision as of 10:42, 17 November 2008

Homework Session

A study group will be meeting every Monday night at 6 pm in the Beering lobby. From there, we will find an empty classroom to work in. It is most helpful if everyone at least tries every problem before coming.

-- so same time as always? --Aifrank 21:42, 9 November 2008 (UTC)

--I think we are changing the time to 6pm--Kduhon 22:04, 9 November 2008 (UTC

--Yeah tonight at 6pm at Beering. So in like... 27 mins. --Mike Schonhoff 17:33, 10 November 2008 (UTC)

--We're in BRNG 1206. --Tmsteinh 18:02, 10 November 2008 (UTC)

-- Hey guys, so question 44, I went to his office hours and we wanted to figure everything out. Anyways, he said to look at a "block matrix" which I didn't know what it was, soo.... easier I will try to make one... it is

     ?,0,0
   { 0,?,0 } (It is supposed to have the brackets and be a 3x3!  Anyways, yeah. So he said to use that and that we know that 
     0,0,?    they are 0 because the edges are 0 because they do not correspond...  Next we aren't able to say anything about the diagonals because the possible outcome is unknown.  So I kept a graph like this... I don't know if that helps, it made more sense when Uli said it!!  --Brittany Darbro


--Hey I can't make it tonight for Discrete, I have a test I really need to study for tonight. Is everyone still meeting? Or is there a way to reschedule for tomorrow? Let me know what you all think! --Mike Schonhoff 15:42, 17 November 2008 (UTC)

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Basic linear algebra uncovers and clarifies very important geometry and algebra.

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