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for the recurrence relations; the problem is that to find a given power, say 50, you need to know the value of the matrix at power 49 for it to work. can one generalize that even more?
WOOHOO thnx a lot.
well, thnx for the help. i'll see what i can do with it. But I think this is making it too complicated and it's a bit too advanced for what we're supposed to do. We're 12th Grade IB diploma math and I've never even heard of this type of stuff.
but what i have just realized is that i have to get a general formula for a matrix, not for a recurence relation.
ok now i understand this part, thnx a lot
but for me the hard part is always getting a general formula.
i'll sit down and think about this though now. thnx for the help.
i'm lost i drag at math
what in the world do i havta do?
in my IB sl math course i got a project concerning matrix powers. i've reached a point where i have to figure out a pattern, but i've sat here for a while without success.
any help would be awsome
http://img459.imageshack.us/my.php?image=aufzeichnenyy7.jpg
can anyone find a general pattern with the powers?
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