Recurrsion equations: X{n+1} = (1/2) X{n} + 10*(1/4^n). Any idea how to find the general and particular solutions to this thing?
just need particular...I've tried over 30 different ways...grrrhhhh!
it seems that I'm getting close but no cigar, lol!
Do you recall what X{0} is? so that we can make the table?
100...I have the table
60, 32.5, 16.875, 8.59375, 4.3359375, 2.177734375, 1.091308594
if X{0} = 100 then: X{1} = 50 + 10*1 = 60..... ok. that looks right then :)
X{0} = 100; X{1} = 60; X{2} = 32.5; X{3} = 16.875; X{4} = 8.59375; X{5} = 4.3359375; X{6} = 2.177734375; X{7} = 1.09130859375; X{8} = 0.5462646484375;
yes
and what did you find for a general solution?
haven't : (
oh, is particular ahead of general then?
usually general but this question only asked for particular
A{n+1} = (1/2) A{n} + 5*(1/2)^(n) is what Wolfram pops out, but it gives no explanation as to how it gets it :)
ok thanks alot!
hey man have some owlet than u will have some idea why u ,an intelligent person ask for help
i dont smoke, but thanx? asking questions is the sign of intelligence, otherwise, we would only know what we know and never expand to greater horizons..
but u r kinda poor in an IQ as i know.
:) that may be true
its almost tru cuz last time u told u left ur iq in los angeels
lol
left it? nah....LOST it :)
the same thing.
isnt it?
u lost cuz u left.
your the one with the IQ ;) you tell me... to leave is to know where to get it from; too lose is to never find again
so than u r totally dull in an IQ.
Yes, I am a vaccuum when it comes to IQ.
in knowing nothing, I leave myself open to know everything; and in knowing everything, I become nothing....
well u r everything for those guys whom u helped,,but u are nothing for me lol...
just kidding lol
you are genius...
keep it up!the next einstien .
:)
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