|Apr15-12, 06:24 PM||#1|
Conditions upon overdetermined linear systems
I have an exam tomorrow morning, I've almost completed my study guide but there are a few questions I have no idea how to answer. If someone here could give me a few pointers, or tell me how to solve it, or maybe you already know how to solve it; I can study off your solutions. Any help will be very much appreciated. Thanks all in advance.
1. The problem statement, all variables and given/known data
u1 = k1*u'1 + k2*u'2 + k3*u'3
u2 = k1*u'1 + k2*u'2 + k3*u'3
u3 = k1*u'1 + k2*u'2 + k3*u'3
find solutions for k (constants) insert into matrix.
(w)b' by equation (w)b' = Pb→b' * (w)b
3. The attempt at a solution
For 17, I have no idea whatsoever how to do this one? I don't even remember our professor discussing this in class. I did some googling but I can find a clear answer. Are overdetermined systems just a system with more rows than columns? I really need help on this one...
I believe I have solved 11 and now 18ab and c. I have attached the solutions to this post. I still have no idea how to solve 17, someone please help...
|coordinate, linear alegbra, overdetermined, transition, vectors|
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