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Math 1b03 project 1 |
Ush.s |
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11-01-2011 05:25 AM |
11-27-2011 at 08:14 PM
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#16
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Quote:
Originally Posted by Ush.s
how.. did you get that o_o
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http://img525.imageshack.us/img525/4053/hereyougo.png
I guess it wasn't hard atleast to guess lol
Ush.s
says thanks to Differential for this post.
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11-27-2011 at 08:48 PM
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#17
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I'm completely math stupid so I'm just going to take your word for it. I literally read it a million times and I think I understand parts of it, but not fully.
for question 2, I'm assuming we fin the determinant of only "A". not "Av" because only "A" is 3x3 matrix =)
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11-27-2011 at 08:49 PM
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#18
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I'm completely math stupid so I'm just going to take your word for it. I literally read it a million times and I think I understand parts of it, but not fully.
for question 2, I'm assuming we fin the determinant of only "A". not "Av" because only "A" is 3x3 matrix =)
correct me if I'm wrong please
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11-27-2011 at 08:50 PM
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#19
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WTF
NEVER try and change something when "quick reply" is in progress O_O
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11-27-2011 at 08:51 PM
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#20
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You're basically breaking the equations into the matrix. It confused me at first too, but when it clicks, you'll understand.
like, for example, you have ft = pat
The first column represents ft, the second mt, the third at.
So the first row for the first equation would show 0 for ft and mt, but p for at.
Does that make sense?
Ush.s
says thanks to Faer for this post.
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11-27-2011 at 08:56 PM
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#21
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Quote:
Originally Posted by Ush.s
I'm completely math stupid so I'm just going to take your word for it. I literally read it a million times and I think I understand parts of it, but not fully.
for question 2, I'm assuming we fin the determinant of only "A". not "Av" because only "A" is 3x3 matrix =)
correct me if I'm wrong please
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Yes, u will compute determinant and get polynomial, although it is already obvious since stochastic matrix will always have at least one eigenvalue and it is 1.
Ush.s
says thanks to Differential for this post.
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11-27-2011 at 09:14 PM
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#22
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iFaer, yes that is starting to make sense. thank you =]
Differential, thank you for your help =)
I don't know anything at all about what a stochastic matrix is.
i got the following for the polynomial
p – λq + λ3 – λ2 + λ2p + λ2q
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11-27-2011 at 09:19 PM
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#23
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Quote:
Originally Posted by Ush.s
iFaer, yes that is starting to make sense. thank you =]
Differential, thank you for your help =)
I don't know anything at all about what a stochastic matrix is.
i got the following for the polynomial
p – λq + λ3 – λ2 + λ2p + λ2q
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just put this polynomial into wolfram alpha and u will get root
p.s stochastic matrix = Markov Chain
Ush.s
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11-27-2011 at 09:26 PM
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#24
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o__o wolfram alpha can factor things with 3 variables?
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11-27-2011 at 09:45 PM
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#25
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Originally Posted by Ush.s
o__o wolfram alpha can factor things with 3 variables?
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I think u r able to calculate up to 4 roots using general formula but 5th is not possible(proven)
Ush.s
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11-27-2011 at 10:08 PM
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#26
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when I plug in 0.2 and 0.28 I get the following equation
λ3 –0.70λ2–0.28λ +0.02 = 0
which does not have roots o___o
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11-27-2011 at 10:15 PM
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#27
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Quote:
Originally Posted by Ush.s
when I plug in 0.2 and 0.28 I get the following equation
λ3 –0.70λ2–0.28λ +0.02 = 0
which does not have roots o___o
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i think u r really tired or smth lol
http://imageshack.us/f/689/47062836.png/
Ush.s
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11-27-2011 at 10:18 PM
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#28
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@Ush.S: RELAX, BUD! You're going to be fine. You have the whole of tomorrow to work on this, and Tuesday morning. So stressing now won't help, haha.
Ush.s
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11-28-2011 at 10:10 AM
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#29
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:$ I thought it was due today,
so glad I have another day o_o
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11-28-2011 at 10:14 AM
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#30
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you put "-0.02", I put "+0.02"
isn't it supposed to be positive?
nevermind, i made a stupid mistake
Last edited by Ush.s : 11-28-2011 at 04:58 PM.
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